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    <title>Dot.Blog</title>
    <description>Consulting DotNet C#, XAML, WinUI, WPF, MAUI, IA</description>
    <link>http://www.e-naxos.com/Blog/</link>
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    <dc:creator>Olivier Dahan</dc:creator>
    <dc:title>Dot.Blog</dc:title>
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      <title>NDepend 2027 : quand l'IA s'attaque véritablement à la dette technique de nos applications .NET</title>
      <description>&lt;p&gt;&lt;strong&gt;L'intelligence artificielle sait d&amp;eacute;sormais produire du code, et parfois beaucoup de code. Mais peut-elle nous aider &amp;agrave; am&amp;eacute;liorer de mani&amp;egrave;re fiable les millions de lignes que nous avons d&amp;eacute;j&amp;agrave; &amp;eacute;crites ? Avec NDepend 2027 et son approche NDepend.AI, l'&amp;eacute;diteur propose une r&amp;eacute;ponse particuli&amp;egrave;rement int&amp;eacute;ressante : associer la puissance des agents de programmation comme Claude ou Codex &amp;agrave; la rigueur de l'analyse statique, de la compilation et des tests. Une &amp;eacute;volution majeure qui pourrait bien changer notre mani&amp;egrave;re d'aborder la dette technique.&lt;/strong&gt;&lt;/p&gt;
&lt;h2&gt;De l'analyse de code &amp;agrave; l'am&amp;eacute;lioration assist&amp;eacute;e par l'IA&lt;/h2&gt;
&lt;p&gt;J'ai r&amp;eacute;guli&amp;egrave;rement eu l'occasion de parler de NDepend sur ce blog. C'est un produit que les d&amp;eacute;veloppeurs .NET connaissent souvent de nom, m&amp;ecirc;me s'ils n'ont pas toujours eu l'occasion d'en explorer toutes les possibilit&amp;eacute;s.&lt;/p&gt;
&lt;p&gt;Historiquement, NDepend s'est construit autour d'une id&amp;eacute;e simple, mais exigeante : mesurer objectivement la qualit&amp;eacute; d'une base de code .NET et fournir aux d&amp;eacute;veloppeurs les moyens de comprendre ses faiblesses.&lt;/p&gt;
&lt;p&gt;Complexit&amp;eacute;, couplage, d&amp;eacute;pendances, couverture des tests, architecture, violations de r&amp;egrave;gles, estimation de la dette technique : le produit offre depuis longtemps une richesse d'analyse consid&amp;eacute;rable.&lt;/p&gt;
&lt;p&gt;Et cette richesse est pr&amp;eacute;cieuse.&lt;/p&gt;
&lt;p&gt;Car lorsqu'on intervient sur une application professionnelle qui existe depuis dix ou quinze ans, la difficult&amp;eacute; n'est pas uniquement de comprendre une m&amp;eacute;thode ou de corriger un bogue. Il faut comprendre une architecture, mesurer les risques, distinguer les probl&amp;egrave;mes r&amp;eacute;ellement importants des anomalies secondaires et d&amp;eacute;cider o&amp;ugrave; investir les efforts de maintenance.&lt;/p&gt;
&lt;p&gt;NDepend excelle dans cette discipline.&lt;/p&gt;
&lt;p&gt;Avec la version 2027, l'&amp;eacute;diteur franchit cependant une &amp;eacute;tape suppl&amp;eacute;mentaire.&lt;/p&gt;
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" alt="" width="538" height="285" /&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;L'analyse ne constitue plus seulement le r&amp;eacute;sultat d'un diagnostic : elle devient le point de d&amp;eacute;part d'un processus de correction assist&amp;eacute; par des agents IA.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;C'est une diff&amp;eacute;rence consid&amp;eacute;rable.&lt;/p&gt;
&lt;h2&gt;Les agents IA ont besoin d'un instrument de mesure&lt;/h2&gt;
&lt;p&gt;Pour bien comprendre l'int&amp;eacute;r&amp;ecirc;t de cette &amp;eacute;volution, il faut revenir sur une faiblesse des assistants de programmation actuels.&lt;/p&gt;
&lt;p&gt;Claude Code, Codex et les autres agents modernes sont devenus capables d'examiner des projets, de modifier plusieurs fichiers, de lancer des compilations et d'ex&amp;eacute;cuter des tests.&lt;/p&gt;
&lt;p&gt;Ils peuvent accomplir des travaux de refactoring impressionnants.&lt;/p&gt;
&lt;p&gt;Mais leur capacit&amp;eacute; &amp;agrave; produire du code ne signifie pas qu'ils disposent spontan&amp;eacute;ment d'une vision fiable de la qualit&amp;eacute; architecturale d'une application.&lt;/p&gt;
&lt;p&gt;Un agent peut corriger une m&amp;eacute;thode complexe sans n&amp;eacute;cessairement mesurer les cons&amp;eacute;quences de sa modification sur le couplage entre composants. Il peut simplifier du code tout en d&amp;eacute;gradant la couverture des tests. Il peut &amp;eacute;galement &amp;eacute;liminer un probl&amp;egrave;me local en introduisant une d&amp;eacute;pendance architecturale ind&amp;eacute;sirable.&lt;/p&gt;
&lt;p&gt;En d'autres termes, produire une modification et d&amp;eacute;montrer qu'elle constitue une am&amp;eacute;lioration sont deux op&amp;eacute;rations diff&amp;eacute;rentes.&lt;/p&gt;
&lt;p&gt;C'est l&amp;agrave; qu'intervient NDepend.&lt;/p&gt;
&lt;p&gt;L'outil dispose d&amp;eacute;j&amp;agrave; d'un moteur d'analyse statique, de r&amp;egrave;gles personnalisables, de m&amp;eacute;triques de complexit&amp;eacute;, d'informations de couverture et de m&amp;eacute;canismes permettant de comparer l'&amp;eacute;tat d'une application avant et apr&amp;egrave;s modification.&lt;/p&gt;
&lt;p&gt;L'id&amp;eacute;e de NDepend.AI consiste &amp;agrave; utiliser ces capacit&amp;eacute;s pour guider et &amp;eacute;valuer le travail des agents de programmation.&lt;/p&gt;
&lt;p&gt;Plut&amp;ocirc;t que de demander simplement &amp;agrave; l'IA de &amp;laquo; rendre le code meilleur &amp;raquo;, on peut lui soumettre des probl&amp;egrave;mes identifi&amp;eacute;s et disposer d'indicateurs pour appr&amp;eacute;cier le r&amp;eacute;sultat.&lt;/p&gt;
&lt;p&gt;On ne se contente plus d'une r&amp;eacute;ponse plausible : on cherche une am&amp;eacute;lioration mesurable.&lt;/p&gt;
&lt;h2&gt;NDepend.AI : le meilleur de deux mondes&lt;/h2&gt;
&lt;p&gt;L'une des diapositives de la pr&amp;eacute;sentation de NDepend 2027 r&amp;eacute;sume parfaitement cette philosophie sous le titre &lt;em&gt;Best of both worlds&lt;/em&gt;.&lt;/p&gt;
&lt;p&gt;Elle oppose deux familles d'outils.&lt;/p&gt;
&lt;p&gt;D'un c&amp;ocirc;t&amp;eacute;, la compilation, les tests et l'analyse statique. Ces outils sont d&amp;eacute;terministes, rapides, relativement peu co&amp;ucirc;teux &amp;agrave; ex&amp;eacute;cuter et ne consomment pas de tokens. En revanche, leurs possibilit&amp;eacute;s d&amp;eacute;pendent des r&amp;egrave;gles et des m&amp;eacute;canismes de v&amp;eacute;rification disponibles.&lt;/p&gt;
&lt;p&gt;De l'autre, les agents de programmation. Ils sont capables d'interpr&amp;eacute;ter des demandes complexes, de proposer des transformations et de traiter des probl&amp;egrave;mes pour lesquels aucun correctif automatique classique n'a &amp;eacute;t&amp;eacute; pr&amp;eacute;vu.&lt;/p&gt;
&lt;p&gt;Mais ils sont &amp;eacute;galement non d&amp;eacute;terministes, potentiellement plus lents et plus co&amp;ucirc;teux &amp;agrave; utiliser.&lt;/p&gt;
&lt;p&gt;L'id&amp;eacute;e consiste donc &amp;agrave; faire travailler les deux approches ensemble.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Les outils d&amp;eacute;terministes mesurent, v&amp;eacute;rifient et orientent. L'agent IA interpr&amp;egrave;te, propose et r&amp;eacute;alise les transformations.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Ce positionnement me para&amp;icirc;t particuli&amp;egrave;rement pertinent.&lt;/p&gt;
&lt;p&gt;Il &amp;eacute;vite l'un des travers fr&amp;eacute;quents de l'IA g&amp;eacute;n&amp;eacute;rative : lui demander de remplacer des outils sp&amp;eacute;cialis&amp;eacute;s alors qu'elle peut obtenir de bien meilleurs r&amp;eacute;sultats en s'appuyant sur eux.&lt;/p&gt;
&lt;p&gt;NDepend ne cherche pas &amp;agrave; r&amp;eacute;inventer le compilateur, le moteur de tests ou l'analyse statique &amp;agrave; l'aide d'un LLM. Il utilise leurs r&amp;eacute;sultats pour encadrer le travail de ce dernier.&lt;/p&gt;
&lt;h2&gt;Claude, Codex et les autres : l'int&amp;eacute;r&amp;ecirc;t d'une approche ouverte&lt;/h2&gt;
&lt;p&gt;Un autre aspect important de cette &amp;eacute;volution est la volont&amp;eacute; de travailler avec des agents de programmation externes.&lt;/p&gt;
&lt;p&gt;L'int&amp;eacute;r&amp;ecirc;t n'est pas d'imposer un mod&amp;egrave;le de langage particulier, mais de permettre &amp;agrave; l'outillage NDepend de participer &amp;agrave; un environnement de d&amp;eacute;veloppement dans lequel l'agent IA joue un r&amp;ocirc;le actif.&lt;br /&gt;C'est d'autant plus int&amp;eacute;ressant que les outils &amp;eacute;voluent &amp;agrave; une vitesse consid&amp;eacute;rable.&lt;br /&gt;Claude Code, Codex, Copilot et leurs concurrents proposent des approches et des capacit&amp;eacute;s qui changent r&amp;eacute;guli&amp;egrave;rement. Enfermer une solution d'analyse de code dans un assistant unique constituerait donc un choix assez restrictif.&lt;/p&gt;
&lt;p&gt;NDepend avait d&amp;eacute;j&amp;agrave; entrepris ce rapprochement avec l'IA en proposant son serveur MCP open source.&lt;br /&gt;Le protocole MCP permet &amp;agrave; un agent compatible d'acc&amp;eacute;der &amp;agrave; des fonctionnalit&amp;eacute;s externes &amp;agrave; travers des outils structur&amp;eacute;s.&lt;/p&gt;
&lt;p&gt;Il devient ainsi possible d'exposer les r&amp;eacute;sultats des analyses NDepend &amp;agrave; un assistant de programmation, de lui faire interroger des m&amp;eacute;triques, explorer des d&amp;eacute;pendances ou obtenir des informations sur les probl&amp;egrave;mes d&amp;eacute;tect&amp;eacute;s.&lt;/p&gt;
&lt;p&gt;Avec NDepend 2027, cette int&amp;eacute;gration prend une dimension plus op&amp;eacute;rationnelle.&lt;/p&gt;
&lt;p&gt;L'objectif ne consiste plus seulement &amp;agrave; fournir des informations &amp;agrave; l'agent, mais &amp;agrave; organiser un v&amp;eacute;ritable travail de correction et &amp;agrave; en pr&amp;eacute;senter les r&amp;eacute;sultats.&lt;/p&gt;
&lt;p&gt;Pour les &amp;eacute;quipes qui utilisent d&amp;eacute;j&amp;agrave; des agents IA, l'int&amp;eacute;r&amp;ecirc;t est &amp;eacute;vident : elles peuvent conserver leurs habitudes et leurs outils de programmation tout en b&amp;eacute;n&amp;eacute;ficiant de l'expertise d'un analyseur sp&amp;eacute;cialis&amp;eacute;.&lt;/p&gt;
&lt;h2&gt;La correction par it&amp;eacute;rations : un processus plut&amp;ocirc;t qu'un simple prompt&lt;/h2&gt;
&lt;p&gt;La d&amp;eacute;monstration de NDepend 2027 pr&amp;eacute;sente un m&amp;eacute;canisme particuli&amp;egrave;rement int&amp;eacute;ressant : les &lt;em&gt;Fix Rounds&lt;/em&gt;, autrement dit des cycles successifs de correction.&lt;/p&gt;
&lt;p&gt;Le principe est relativement simple.&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Une analyse identifie un ensemble de probl&amp;egrave;mes. L'agent entreprend des corrections, puis les outils de v&amp;eacute;rification permettent d'en &amp;eacute;valuer les r&amp;eacute;sultats. Les probl&amp;egrave;mes restants peuvent alors alimenter de nouvelles it&amp;eacute;rations.&lt;/li&gt;
&lt;li&gt;L'interface de NDepend.AI conserve une trace de ce processus.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;On y retrouve notamment les diff&amp;eacute;rentes passes de correction, les probl&amp;egrave;mes r&amp;eacute;solus, ceux qui subsistent, les modifications r&amp;eacute;alis&amp;eacute;es et des informations sur les validations effectu&amp;eacute;es.&lt;/p&gt;
&lt;p&gt;Ce n'est pas un d&amp;eacute;tail.&lt;/p&gt;
&lt;p&gt;Lorsque l'on confie une op&amp;eacute;ration de maintenance &amp;agrave; un agent, la question n'est pas seulement de savoir s'il a termin&amp;eacute; sa t&amp;acirc;che. Il faut pouvoir d&amp;eacute;terminer ce qu'il a chang&amp;eacute;, pourquoi, avec quels r&amp;eacute;sultats et quelles difficult&amp;eacute;s &amp;eacute;ventuelles. La pr&amp;eacute;sentation que je vous invite &amp;agrave; visionner (je ne vais pas tourner un doublon pour cet article) montre justement un suivi de ces op&amp;eacute;rations, ainsi qu'un bilan indiquant les probl&amp;egrave;mes trait&amp;eacute;s et ceux qui demeurent.&amp;nbsp;Cette visibilit&amp;eacute; contribue &amp;agrave; transformer une succession d'actions IA en un processus plus contr&amp;ocirc;lable.&lt;/p&gt;
&lt;p&gt;Et elle r&amp;eacute;pond &amp;agrave; une vraie difficult&amp;eacute; des workflows agentiques : conserver une trace exploitable de l'&amp;eacute;volution du travail au fil des it&amp;eacute;rations.&lt;/p&gt;
&lt;h2&gt;Une d&amp;eacute;monstration concr&amp;egrave;te sur Jellyfin&lt;/h2&gt;
&lt;p&gt;La vid&amp;eacute;o de pr&amp;eacute;sentation utilise notamment Jellyfin, le serveur multim&amp;eacute;dia open source d&amp;eacute;velopp&amp;eacute; en .NET.&lt;br /&gt;Le choix est int&amp;eacute;ressant, car on ne se trouve pas face &amp;agrave; une petite application artificielle cr&amp;eacute;&amp;eacute;e pour les besoins d'une d&amp;eacute;monstration.&lt;br /&gt;Jellyfin constitue une base de code suffisamment importante pour illustrer des probl&amp;egrave;mes repr&amp;eacute;sentatifs de projets r&amp;eacute;els.&lt;br /&gt;La d&amp;eacute;monstration montre plusieurs cat&amp;eacute;gories d'interventions.&lt;/p&gt;
&lt;p&gt;On observe des corrections touchant &amp;agrave; des probl&amp;egrave;mes de qualit&amp;eacute; du code, mais &amp;eacute;galement des questions de s&amp;eacute;curit&amp;eacute;.&lt;br /&gt;Un exemple visible concerne notamment une comparaison de codes PIN, avec l'introduction d'une comparaison en temps constant &amp;agrave; l'aide de &lt;code&gt;CryptographicOperations.FixedTimeEquals&lt;/code&gt;.&lt;/p&gt;
&lt;p&gt;C'est un exemple parlant.&lt;/p&gt;
&lt;p&gt;La question n'est pas simplement de satisfaire un analyseur en modifiant quelques lignes de code. Il s'agit de traiter un probl&amp;egrave;me susceptible d'avoir des implications sur la s&amp;eacute;curit&amp;eacute; de l'application.&lt;br /&gt;La d&amp;eacute;monstration montre &amp;eacute;galement des modifications accompagn&amp;eacute;es de mesures de couverture et d'informations sur les tests.&lt;/p&gt;
&lt;p&gt;Autrement dit, l'outil ne se limite pas &amp;agrave; compter les avertissements supprim&amp;eacute;s. Il met &amp;eacute;galement &amp;agrave; disposition des informations permettant de replacer la correction dans son contexte technique.&lt;/p&gt;
&lt;p&gt;C'est une orientation essentielle pour envisager l'utilisation de l'IA sur du code destin&amp;eacute; &amp;agrave; la production.&lt;/p&gt;
&lt;h2&gt;Mesurer les corrections, mais aussi leurs cons&amp;eacute;quences&lt;/h2&gt;
&lt;p&gt;L'une des difficult&amp;eacute;s du refactoring assist&amp;eacute; par IA r&amp;eacute;side dans l'&amp;eacute;valuation du r&amp;eacute;sultat.&lt;br /&gt;Supposons qu'un agent fasse dispara&amp;icirc;tre cinquante violations d'une r&amp;egrave;gle.&lt;br /&gt;Peut-on consid&amp;eacute;rer que son travail est termin&amp;eacute; ?&lt;/p&gt;
&lt;p&gt;Pas n&amp;eacute;cessairement.&lt;/p&gt;
&lt;p&gt;La modification a peut-&amp;ecirc;tre introduit une r&amp;eacute;gression, d&amp;eacute;grad&amp;eacute; un autre indicateur ou simplement d&amp;eacute;plac&amp;eacute; le probl&amp;egrave;me.&lt;br /&gt;NDepend dispose ici d'un atout consid&amp;eacute;rable : sa capacit&amp;eacute; historique &amp;agrave; comparer des analyses et &amp;agrave; mesurer l'&amp;eacute;volution d'une base de code.&lt;br /&gt;La nouvelle interface AI Assistant exploite cette richesse &amp;agrave; travers plusieurs vues.&lt;/p&gt;
&lt;p&gt;On retrouve notamment :&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;&lt;strong&gt;Fix Rounds&lt;/strong&gt;, pour suivre les passes successives de correction ;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;strong&gt;Summary&lt;/strong&gt;, pour disposer d'un bilan des op&amp;eacute;rations ;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;strong&gt;Architecture&lt;/strong&gt;, pour examiner les cons&amp;eacute;quences architecturales ;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;strong&gt;Change Log&lt;/strong&gt;, pour consulter les modifications intervenues ;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;strong&gt;Fixes Details&lt;/strong&gt;, pour explorer les corrections en d&amp;eacute;tail.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;La d&amp;eacute;monstration pr&amp;eacute;sente &amp;eacute;galement des vues de diff&amp;eacute;rences entre le code initial et le code modifi&amp;eacute;, avec les r&amp;egrave;gles associ&amp;eacute;es, les probl&amp;egrave;mes corrig&amp;eacute;s et les probl&amp;egrave;mes encore pr&amp;eacute;sents.&lt;br /&gt;Ce rapprochement entre les modifications du code source et les r&amp;eacute;sultats de l'analyse constitue une am&amp;eacute;lioration importante de la tra&amp;ccedil;abilit&amp;eacute;.&lt;br /&gt;Il devient possible d'examiner une correction sous plusieurs angles : le code modifi&amp;eacute;, la violation trait&amp;eacute;e, les m&amp;eacute;triques obtenues et les cons&amp;eacute;quences sur l'application.&lt;/p&gt;
&lt;p&gt;C'est pr&amp;eacute;cis&amp;eacute;ment le type de visibilit&amp;eacute; dont on a besoin lorsqu'on commence &amp;agrave; confier des interventions significatives &amp;agrave; des agents IA.&lt;/p&gt;
&lt;h2&gt;Les Quality Gates : d&amp;eacute;finir ce que signifie &amp;laquo; termin&amp;eacute; &amp;raquo;&lt;/h2&gt;
&lt;p&gt;Une autre fonctionnalit&amp;eacute; m&amp;eacute;rite une attention particuli&amp;egrave;re : les &lt;em&gt;Quality Gates&lt;/em&gt;.&lt;/p&gt;
&lt;p&gt;Le concept n'est &amp;eacute;videmment pas nouveau dans NDepend.&lt;br /&gt;Depuis longtemps, le produit permet de d&amp;eacute;finir des conditions de qualit&amp;eacute; destin&amp;eacute;es &amp;agrave; &amp;ecirc;tre v&amp;eacute;rifi&amp;eacute;es lors de l'analyse d'une application. Ce qui devient int&amp;eacute;ressant avec l'automatisation par IA, c'est la possibilit&amp;eacute; d'utiliser de telles conditions comme crit&amp;egrave;res d'&amp;eacute;valuation du travail de correction. Car un agent a besoin d'un objectif.&lt;/p&gt;
&lt;p&gt;Lui demander de corriger &amp;laquo; autant de probl&amp;egrave;mes que possible &amp;raquo; est une instruction vague, susceptible de produire des modifications nombreuses et difficilement ma&amp;icirc;trisables. &amp;Agrave; l'inverse, d&amp;eacute;finir pr&amp;eacute;cis&amp;eacute;ment les cat&amp;eacute;gories de probl&amp;egrave;mes &amp;agrave; traiter et les crit&amp;egrave;res d'acceptation permet de mieux encadrer son intervention. La d&amp;eacute;monstration montre notamment un m&amp;eacute;canisme de contr&amp;ocirc;le pouvant porter sur l'&amp;eacute;tat des Quality Gates et le nombre de probl&amp;egrave;mes subsistant apr&amp;egrave;s les corrections.&lt;/p&gt;
&lt;p&gt;Cela ouvre des perspectives int&amp;eacute;ressantes pour la maintenance des applications.&lt;/p&gt;
&lt;p&gt;On peut imaginer des campagnes cibl&amp;eacute;es sur certaines familles de violations, avec des objectifs mesurables et une validation syst&amp;eacute;matique des r&amp;eacute;sultats. Il ne s'agit &amp;eacute;videmment pas de donner carte blanche &amp;agrave; un agent pour modifier sans contr&amp;ocirc;le une application enti&amp;egrave;re. Il s'agit de disposer des instruments n&amp;eacute;cessaires pour lui confier un p&amp;eacute;rim&amp;egrave;tre de travail d&amp;eacute;fini, tout en conservant une capacit&amp;eacute; d'&amp;eacute;valuation ind&amp;eacute;pendante de ses propres affirmations.&lt;/p&gt;
&lt;p&gt;La nuance est importante.&lt;/p&gt;
&lt;h2&gt;La couverture des tests, indispensable &amp;agrave; une IA r&amp;eacute;ellement utile&lt;/h2&gt;
&lt;p&gt;La d&amp;eacute;monstration accorde &amp;eacute;galement une place importante &amp;agrave; la couverture de code.&lt;/p&gt;
&lt;p&gt;C'est loin d'&amp;ecirc;tre anecdotique.&lt;/p&gt;
&lt;p&gt;Un agent peut produire une modification syntaxiquement correcte, compilable et m&amp;ecirc;me apparemment raisonnable. Mais s'il modifie le comportement d'une m&amp;eacute;thode sans que celui-ci soit suffisamment test&amp;eacute;, il devient beaucoup plus difficile de garantir l'absence de r&amp;eacute;gression. L'int&amp;eacute;gration des informations de couverture dans les r&amp;eacute;sultats NDepend apporte donc un &amp;eacute;clairage pr&amp;eacute;cieux.&lt;br /&gt;Dans les vues de comparaison pr&amp;eacute;sent&amp;eacute;es, on peut observer l'&amp;eacute;volution de la couverture d'&amp;eacute;l&amp;eacute;ments modifi&amp;eacute;s ainsi que les tests associ&amp;eacute;s. &lt;br /&gt;La pr&amp;eacute;sentation illustre notamment des situations dans lesquelles une portion de code initialement peu couverte b&amp;eacute;n&amp;eacute;ficie ensuite d'une couverture compl&amp;egrave;te.&lt;/p&gt;
&lt;p&gt;Attention toutefois &amp;agrave; ne pas confondre couverture et qualit&amp;eacute; des tests : atteindre 100 % de couverture ne constitue jamais une preuve de correction fonctionnelle. Cela reste n&amp;eacute;anmoins un indicateur important pour une d&amp;eacute;marche de modernisation assist&amp;eacute;e par IA. Et surtout, l'association de la compilation, des tests, de l'analyse statique et des agents de programmation constitue une m&amp;eacute;thode bien plus cr&amp;eacute;dible que la simple g&amp;eacute;n&amp;eacute;ration de correctifs &amp;agrave; partir d'un prompt.&lt;/p&gt;
&lt;h2&gt;Le retour en gr&amp;acirc;ce des r&amp;egrave;gles et du d&amp;eacute;terminisme&lt;/h2&gt;
&lt;p&gt;Il y a un aspect presque paradoxal dans cette &amp;eacute;volution.&lt;/p&gt;
&lt;p&gt;Depuis l'arriv&amp;eacute;e de l'IA g&amp;eacute;n&amp;eacute;rative, certains discours pourraient laisser penser que les r&amp;egrave;gles statiques, les m&amp;eacute;triques traditionnelles et les m&amp;eacute;thodes formelles de contr&amp;ocirc;le sont appel&amp;eacute;es &amp;agrave; devenir secondaires.&lt;/p&gt;
&lt;p&gt;La d&amp;eacute;marche de NDepend d&amp;eacute;montre plut&amp;ocirc;t le contraire.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Plus nous confions la production de code aux IA, plus nous avons besoin d'outils ind&amp;eacute;pendants pour en mesurer la qualit&amp;eacute;.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Lorsque le d&amp;eacute;veloppeur &amp;eacute;crit lui-m&amp;ecirc;me une modification, il dispose au moins d'une connaissance directe de ses intentions et des choix techniques effectu&amp;eacute;s.&lt;/p&gt;
&lt;p&gt;Avec un agent, cette relation change.&lt;/p&gt;
&lt;p&gt;Le d&amp;eacute;veloppeur d&amp;eacute;finit un objectif, supervise une ex&amp;eacute;cution et examine un r&amp;eacute;sultat qui peut comporter de nombreuses modifications. La n&amp;eacute;cessit&amp;eacute; de disposer de contr&amp;ocirc;les objectifs devient alors encore plus forte. De ce point de vue, les outils comme NDepend ne perdent pas leur pertinence avec l'arriv&amp;eacute;e de l'IA. Ils en gagnent probablement.&lt;/p&gt;
&lt;p&gt;L'analyse statique, les contraintes architecturales, les tests et les Quality Gates constituent autant de m&amp;eacute;canismes permettant de conserver la ma&amp;icirc;trise d'un processus de d&amp;eacute;veloppement de plus en plus automatis&amp;eacute;.&lt;/p&gt;
&lt;p&gt;C'est un changement de perspective particuli&amp;egrave;rement int&amp;eacute;ressant.&lt;/p&gt;
&lt;h2&gt;Une nouvelle mani&amp;egrave;re d'aborder les projets de modernisation .NET&lt;/h2&gt;
&lt;p&gt;Cette &amp;eacute;volution me para&amp;icirc;t particuli&amp;egrave;rement prometteuse dans le domaine des migrations et de la r&amp;eacute;duction de la dette technique.&lt;/p&gt;
&lt;p&gt;De nombreuses entreprises disposent d'applications .NET qui ont travers&amp;eacute; plusieurs g&amp;eacute;n&amp;eacute;rations technologiques. Elles contiennent souvent des choix architecturaux anciens, des d&amp;eacute;pendances difficiles &amp;agrave; d&amp;eacute;m&amp;ecirc;ler, des composants insuffisamment test&amp;eacute;s et une dette accumul&amp;eacute;e au fil des ann&amp;eacute;es. La difficult&amp;eacute; consiste rarement &amp;agrave; identifier quelques probl&amp;egrave;mes isol&amp;eacute;s. &lt;br /&gt;&lt;br /&gt;Le v&amp;eacute;ritable enjeu est d'organiser une am&amp;eacute;lioration progressive, sans perdre la ma&amp;icirc;trise des risques.&lt;/p&gt;
&lt;p&gt;C'est pr&amp;eacute;cis&amp;eacute;ment dans ce contexte que l'association entre NDepend et les agents IA prend tout son sens. NDepend peut aider &amp;agrave; identifier les points sensibles, &amp;agrave; analyser les d&amp;eacute;pendances et &amp;agrave; quantifier les probl&amp;egrave;mes. L'agent peut prendre en charge une partie du travail de transformation. Les compilations, les tests et les analyses successives permettent ensuite d'&amp;eacute;valuer les r&amp;eacute;sultats.&amp;nbsp;Et les d&amp;eacute;veloppeurs conservent la responsabilit&amp;eacute; des choix d'architecture, des arbitrages et de la validation finale. Ce n'est pas une solution magique qui effacerait automatiquement quinze ans de dette technique.&lt;/p&gt;
&lt;p&gt;Mais c'est une approche coh&amp;eacute;rente pour industrialiser une partie du travail de maintenance, &amp;agrave; condition de disposer de r&amp;egrave;gles pertinentes et d'une strat&amp;eacute;gie de tests s&amp;eacute;rieuse.&lt;/p&gt;
&lt;h2&gt;Mon avis : NDepend prend une direction particuli&amp;egrave;rement pertinente&lt;/h2&gt;
&lt;p&gt;Ce qui me pla&amp;icirc;t dans cette &amp;eacute;volution n'est pas simplement la pr&amp;eacute;sence de l'IA.&lt;/p&gt;
&lt;p&gt;Aujourd'hui, presque tous les outils de d&amp;eacute;veloppement affichent une fonction IA quelque part dans leur interface. Cela ne suffit plus &amp;agrave; constituer une innovation.&lt;/p&gt;
&lt;p&gt;Ce qui compte, c'est la mani&amp;egrave;re dont cette technologie est utilis&amp;eacute;e.&lt;/p&gt;
&lt;p&gt;Avec NDepend.AI, l'&amp;eacute;diteur cherche &amp;agrave; r&amp;eacute;soudre un probl&amp;egrave;me concret : comment exploiter la puissance des agents de programmation pour r&amp;eacute;duire la dette technique tout en conservant des moyens objectifs de contr&amp;ocirc;ler leur travail ?&lt;/p&gt;
&lt;p&gt;Et cette d&amp;eacute;marche repose sur une id&amp;eacute;e que je trouve particuli&amp;egrave;rement saine : ne pas demander au mod&amp;egrave;le de langage de tout faire. Le laisser intervenir l&amp;agrave; o&amp;ugrave; il excelle, c'est-&amp;agrave;-dire dans la compr&amp;eacute;hension des intentions et la transformation du code. Mais confier la mesure, les contraintes et une partie de la validation &amp;agrave; des outils d&amp;eacute;terministes sp&amp;eacute;cialis&amp;eacute;s. On obtient ainsi une collaboration entre plusieurs formes d'intelligence logicielle, plut&amp;ocirc;t qu'une d&amp;eacute;pendance exclusive aux capacit&amp;eacute;s d'un LLM.&lt;/p&gt;
&lt;p&gt;Pour les architectes et les responsables techniques, cette distinction est fondamentale.&lt;/p&gt;
&lt;p&gt;Elle permet d'envisager une utilisation plus s&amp;eacute;rieuse des agents IA, notamment sur des applications existantes dont la qualit&amp;eacute; doit &amp;ecirc;tre am&amp;eacute;lior&amp;eacute;e sans mettre en p&amp;eacute;ril leur fonctionnement. Bien entendu, ces m&amp;eacute;canismes ne dispensent ni des revues de code ni des tests fonctionnels. Ils ne garantissent pas non plus qu'une transformation soit architecturalement judicieuse simplement parce qu'elle satisfait une r&amp;egrave;gle. Mais ils constituent un progr&amp;egrave;s significatif dans la capacit&amp;eacute; &amp;agrave; encadrer, mesurer et expliquer les interventions d'agents IA.&lt;/p&gt;
&lt;p&gt;Et c'est pr&amp;eacute;cis&amp;eacute;ment ce qui rend cette nouvelle orientation int&amp;eacute;ressante.&lt;/p&gt;
&lt;h2&gt;Conclusion : NDepend 2027, bien plus qu'une &amp;eacute;volution cosm&amp;eacute;tique&lt;/h2&gt;
&lt;p&gt;Avec NDepend 2027, l'&amp;eacute;diteur pr&amp;eacute;sente une &amp;eacute;volution ambitieuse de son produit.&lt;/p&gt;
&lt;p&gt;L'outil conserve ses qualit&amp;eacute;s historiques d'analyse du code, de mesure de la dette technique et de contr&amp;ocirc;le architectural. Mais il leur ajoute d&amp;eacute;sormais une dimension op&amp;eacute;rationnelle, en les associant aux agents de programmation modernes.&lt;/p&gt;
&lt;p&gt;La possibilit&amp;eacute; de conduire des corrections successives, de mesurer leurs effets, de suivre les modifications et de les &amp;eacute;valuer au regard de crit&amp;egrave;res de qualit&amp;eacute; transforme profond&amp;eacute;ment les perspectives d'utilisation du produit.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;NDepend ne se contente plus d'expliquer pourquoi notre code m&amp;eacute;rite d'&amp;ecirc;tre am&amp;eacute;lior&amp;eacute; : il contribue &amp;agrave; organiser et &amp;agrave; contr&amp;ocirc;ler le travail des agents charg&amp;eacute;s de l'am&amp;eacute;liorer.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;Agrave; mes yeux, c'est une &amp;eacute;volution autrement plus importante qu'un assistant conversationnel ajout&amp;eacute; &amp;agrave; une interface existante.&lt;/p&gt;
&lt;p&gt;Et c'est peut-&amp;ecirc;tre &amp;eacute;galement une illustration de ce que sera progressivement le d&amp;eacute;veloppement assist&amp;eacute; par IA : des agents capables d'intervenir sur le code, &amp;eacute;paul&amp;eacute;s par des outils sp&amp;eacute;cialis&amp;eacute;s qui apportent les mesures, les contraintes et les v&amp;eacute;rifications indispensables &amp;agrave; un travail professionnel.&lt;/p&gt;
&lt;p&gt;Pour les &amp;eacute;quipes .NET confront&amp;eacute;es &amp;agrave; des applications importantes, &amp;agrave; des projets de modernisation ou &amp;agrave; une dette technique difficile &amp;agrave; ma&amp;icirc;triser, NDepend 2027 m&amp;eacute;rite clairement le d&amp;eacute;tour.&lt;/p&gt;
&lt;p&gt;Une version que je vous invite &amp;agrave; d&amp;eacute;couvrir !&lt;/p&gt;
&lt;h3&gt;Liens utiles&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;5mn video &lt;a href="https://youtu.be/y402pp2iuQw" target="_blank" data-saferedirecturl="https://www.google.com/url?q=https://youtu.be/y402pp2iuQw&amp;amp;source=gmail&amp;amp;ust=1793824033346000&amp;amp;usg=AOvVaw0AQiWLQnFtfSQxETW1mqi4"&gt;https://youtu.be/y402pp2iuQw&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;a href="https://www.ndepend.com/sample-reports/" target="_blank" data-saferedirecturl="https://www.google.com/url?q=https://www.ndepend.com/sample-reports/&amp;amp;source=gmail&amp;amp;ust=1793824033346000&amp;amp;usg=AOvVaw3aJNZgIEjs7LsYtyhac7qN"&gt;https://www.ndepend.com/&lt;wbr /&gt;sample-reports/&lt;/a&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;a href="https://www.ndepend.com/" target="_blank" data-saferedirecturl="https://www.google.com/url?q=https://www.ndepend.com&amp;amp;source=gmail&amp;amp;ust=1793824033346000&amp;amp;usg=AOvVaw259URHecuRtKSsL_m2s7mM"&gt;https://www.ndepend.com&lt;/a&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;a href="https://www.ndepend.com/download" target="_blank" data-saferedirecturl="https://www.google.com/url?q=https://www.ndepend.com/download&amp;amp;source=gmail&amp;amp;ust=1793824033346000&amp;amp;usg=AOvVaw3fJr5CoqWV-_h9ULXyWsr5"&gt;https://www.ndepend.com/&lt;wbr /&gt;download&lt;/a&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;</description>
      <link>http://www.e-naxos.com/Blog/post/ndepend2027</link>
      <author>odahan@e-naxos.com</author>
      <comments>http://www.e-naxos.com/Blog/post/ndepend2027#comment</comments>
      <guid>http://www.e-naxos.com/Blog/post.aspx?id=cf835ec8-a6f7-4664-a585-fe4eddf4f9cc</guid>
      <pubDate>mar., 3 nov. 2026 11:00:00 +0000</pubDate>
      <category>C#</category>
      <category>IA</category>
      <betag:tag>IA</betag:tag>
      <betag:tag>c#</betag:tag>
      <betag:tag>ndepend</betag:tag>
      <dc:publisher>Olivier</dc:publisher>
      <pingback:server>http://www.e-naxos.com/Blog/pingback.axd</pingback:server>
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    </item>
    <item>
      <title>Mises à jour de sécurité hors bande d'octobre 2026 pour .NET</title>
      <description>&lt;p data-path-to-node="2"&gt;Quand la compression s'invite dans la danse ....&amp;nbsp;En tant que d&amp;eacute;veloppeur ou lead .NET, on a tous cette petite goutte de sueur quand une alerte de s&amp;eacute;curit&amp;eacute; &amp;laquo; hors bande &amp;raquo; tombe en dehors du cycle mensuel habituel. Fin octobre 2026, Microsoft a d&amp;ucirc; d&amp;eacute;gainer de toute urgence un patch critique pour le runtime .NET.&lt;/p&gt;
&lt;p data-path-to-node="5"&gt;Pourquoi ? Parce que deux failles viennent d'&amp;ecirc;tre corrig&amp;eacute;es, et elles touchent des composants qu'on utilise tous les jours sans y pr&amp;ecirc;ter attention : &lt;strong data-path-to-node="5" data-index-in-node="149"&gt;le d&amp;eacute;codeur Brotli&lt;/strong&gt; et &lt;strong data-path-to-node="5" data-index-in-node="171"&gt;le traitement des paquets compress&amp;eacute;s&lt;/strong&gt;.&lt;/p&gt;
&lt;p data-path-to-node="6"&gt;Derri&amp;egrave;re ces termes un peu aust&amp;egrave;res, c'est toute notre cha&amp;icirc;ne de traitement des donn&amp;eacute;es qui est sous surveillance. Je te propose qu'on d&amp;eacute;cortique ensemble ce que &amp;ccedil;a implique pour nos architectures en production.&lt;/p&gt;
&lt;h2 data-path-to-node="8"&gt;Ce que Microsoft nous dit (et ne nous dit pas)&lt;/h2&gt;
&lt;p data-path-to-node="9"&gt;Le 25 octobre 2026, l'&amp;eacute;quipe .NET a publi&amp;eacute; une alerte pour annoncer ces correctifs d'urgence.&lt;/p&gt;
&lt;p data-path-to-node="10"&gt;Faisons un point honn&amp;ecirc;te : &lt;strong data-path-to-node="10" data-index-in-node="27"&gt;la source officielle reste extr&amp;ecirc;mement avare en d&amp;eacute;tails&lt;/strong&gt;. Pas de CVE flamboyante, pas de score CVSS pr&amp;eacute;cis, ni d'exemples de code exploitables fournis par Microsoft. C'est du classique pour une alerte de ce type : on colmate l'incendie avant de donner trop de grain &amp;agrave; moudre aux attaquants.&lt;/p&gt;
&lt;p data-path-to-node="11"&gt;Ce qu'on sait de source s&amp;ucirc;re, c'est que le patch vise deux cibles bien pr&amp;eacute;cises :&lt;/p&gt;
&lt;ol start="1" data-path-to-node="12"&gt;
&lt;li&gt;
&lt;p data-path-to-node="12,0,0"&gt;&lt;strong data-path-to-node="12,0,0" data-index-in-node="0"&gt;Le d&amp;eacute;codeur Brotli&lt;/strong&gt;, largement utilis&amp;eacute; pour optimiser les performances web et la taille des payloads.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p data-path-to-node="12,1,0"&gt;&lt;strong data-path-to-node="12,1,0" data-index-in-node="0"&gt;Une faille li&amp;eacute;e &amp;agrave; la propri&amp;eacute;t&amp;eacute; des paquets compress&amp;eacute;s&lt;/strong&gt; dans le runtime.&lt;/p&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;h2 data-path-to-node="14"&gt;Plong&amp;eacute;e technique : pourquoi la compression devient une cible de choix&lt;/h2&gt;
&lt;p data-path-to-node="15"&gt;Si tu regardes l'&amp;eacute;volution des vecteurs d'attaque r&amp;eacute;cents, tu remarqueras qu'on s'attaque de plus en plus aux fronti&amp;egrave;res de nos applications &amp;mdash; l&amp;agrave; o&amp;ugrave; les donn&amp;eacute;es externes (non fiables) entrent en contact direct avec notre code manag&amp;eacute;.&lt;/p&gt;
&lt;h3 data-path-to-node="16"&gt;1. Le d&amp;eacute;codeur Brotli sous tension&lt;/h3&gt;
&lt;p data-path-to-node="17"&gt;Brotli est un super algo d&amp;eacute;velopp&amp;eacute; par Google, int&amp;eacute;gr&amp;eacute; nativement dans .NET pour compresser nos flux web. Mais sa complexit&amp;eacute; algorithmique et sa manipulation intensive de la m&amp;eacute;moire en font une cible historique pour des bugs bas niveau : gestion de tampons, d&amp;eacute;passements de m&amp;eacute;moire, ou corruption d'&amp;eacute;tat. Si un attaquant r&amp;eacute;ussit &amp;agrave; fa&amp;ccedil;onner un flux Brotli malicieux, il peut potentiellement provoquer un d&amp;eacute;ni de service (DoS) ou, pire, une ex&amp;eacute;cution de code arbitraire au c&amp;oelig;ur de ton serveur web.&lt;/p&gt;
&lt;h3 data-path-to-node="18"&gt;2. Les paquets compress&amp;eacute;s et leurs m&amp;eacute;tadonn&amp;eacute;es&lt;/h3&gt;
&lt;p data-path-to-node="19"&gt;La seconde vuln&amp;eacute;rabilit&amp;eacute; touche la &amp;laquo; propri&amp;eacute;t&amp;eacute; &amp;raquo; des paquets compress&amp;eacute;s. M&amp;ecirc;me si le libell&amp;eacute; est flou, on devine un probl&amp;egrave;me dans la mani&amp;egrave;re dont .NET analyse les m&amp;eacute;tadonn&amp;eacute;es ou les en-t&amp;ecirc;tes de ces flux. Si ton application traite des fichiers upload&amp;eacute;s par des utilisateurs, d&amp;eacute;compresse des archives ou lit des flux r&amp;eacute;seau non s&amp;eacute;curis&amp;eacute;s, elle se trouve directement en premi&amp;egrave;re ligne.&lt;/p&gt;
&lt;h2 data-path-to-node="21"&gt;Comment r&amp;eacute;agir concr&amp;egrave;tement dans ta DSI / ton &amp;eacute;quipe ?&lt;/h2&gt;
&lt;p data-path-to-node="22"&gt;Plut&amp;ocirc;t que de paniquer ou de pousser le patch &amp;agrave; l'aveugle,&lt;span class=""&gt; voici la checklist pragmatique que j'applique dans ces moments-l&amp;agrave; :&lt;/span&gt;&lt;/p&gt;
&lt;div class="attachment-container unknown md-has-block-component"&gt;
&lt;div class="sequence-container" data-hveid="0" data-ved="0CAAQse0SahcKEwividGGw-mXAxUAAAAAHQAAAAAQXw"&gt;
&lt;div class="sequence-event ng-star-inserted"&gt;
&lt;div class="sequence-event-content"&gt;
&lt;div class="sequence-event-description gds-body-l"&gt;&lt;span class="only-show-to-message-actions" data-test-id="sequence-export-header"&gt;&lt;strong&gt;1.Audite rapidement ton parc applicatif .NET&amp;nbsp;:&lt;/strong&gt;Temps estim&amp;eacute; : 30 min.&lt;/span&gt;
&lt;p class="ng-star-inserted"&gt;Identifie toutes les applications en production qui tournent sur les versions de .NET cibl&amp;eacute;es par le patch et qui manipulent des flux compress&amp;eacute;s ou des uploads massifs.&lt;/p&gt;
&lt;p class="ng-star-inserted"&gt;&lt;em&gt;Verification:&lt;/em&gt; Tu obtiens une liste claire des services expos&amp;eacute;s sur le web qui utilisent Brotli.&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="sequence-event ng-star-inserted"&gt;
&lt;div class="sequence-event-content"&gt;
&lt;div class="sequence-event-description gds-body-l"&gt;&lt;span class="only-show-to-message-actions" data-test-id="sequence-export-header"&gt;&lt;strong&gt;2.V&amp;eacute;rifie tes d&amp;eacute;pendances tierces&amp;nbsp;:&lt;/strong&gt;Attention aux biblioth&amp;egrave;ques tierces.&lt;/span&gt;
&lt;p class="ng-star-inserted"&gt;N'oublie pas que tes packages NuGet ou tes libs open-source embarquent parfois leurs propres wrappers ou logiques de compression. Fais un point sur ta supply chain logicielle.&lt;/p&gt;
&lt;p class="ng-star-inserted"&gt;&lt;em&gt;Verification:&lt;/em&gt; Aucun package obsol&amp;egrave;te ne tra&amp;icirc;ne dans tes projets critiques.&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="sequence-event ng-star-inserted"&gt;
&lt;div class="sequence-event-content"&gt;
&lt;div class="sequence-event-description gds-body-l"&gt;&lt;span class="only-show-to-message-actions" data-test-id="sequence-export-header"&gt;&lt;strong&gt;3.Pousse le patch en staging et teste&amp;nbsp;:&lt;/strong&gt;&amp;Eacute;tape critique.&lt;/span&gt;
&lt;p class="ng-star-inserted"&gt;Applique la mise &amp;agrave; jour du runtime sur ton environnement de pr&amp;eacute;-production. M&amp;ecirc;me si Microsoft garantit la r&amp;eacute;trocompatibilit&amp;eacute;, teste tes endpoints soumis &amp;agrave; de fortes charges de compression.&lt;/p&gt;
&lt;p class="ng-star-inserted"&gt;&lt;em&gt;Verification:&lt;/em&gt; Les tests d'int&amp;eacute;gration et de non-r&amp;eacute;gression passent haut la main sans fuite m&amp;eacute;moire anormale.&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="sequence-event ng-star-inserted"&gt;
&lt;div class="sequence-event-content"&gt;
&lt;div class="sequence-event-description gds-body-l"&gt;&lt;span class="only-show-to-message-actions" data-test-id="sequence-export-header"&gt;&lt;strong&gt;4.D&amp;eacute;ploie en production de mani&amp;egrave;re progressive&amp;nbsp;:&lt;/strong&gt;Zero downtime.&lt;/span&gt;
&lt;p class="ng-star-inserted"&gt;Planifie le d&amp;eacute;ploiement sur tes clusters de production en mode progressif (canary ou rolling update) pour surveiller de pr&amp;egrave;s les m&amp;eacute;triques de CPU et de m&amp;eacute;moire.&lt;/p&gt;
&lt;p class="ng-star-inserted"&gt;&lt;em&gt;Verification:&lt;/em&gt; Les graphes de performance restent stables apr&amp;egrave;s le basculement.&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;h2 class="" data-path-to-node="25"&gt;Ce qu'on doit en retenir&lt;/h2&gt;
&lt;p data-path-to-node="26"&gt;Ces correctifs hors bande d'octobre 2026 nous rappellent une r&amp;eacute;alit&amp;eacute; brutale : &lt;strong data-path-to-node="26" data-index-in-node="79"&gt;la performance (comme la compression) a un co&amp;ucirc;t en termes de surface d'attaque&lt;/strong&gt;.&lt;/p&gt;
&lt;p data-path-to-node="27"&gt;Pour nous, d&amp;eacute;veloppeurs, la bonne r&amp;eacute;ponse ne se r&amp;eacute;sume pas &amp;agrave; cliquer machinalement sur &amp;laquo; Mettre &amp;agrave; jour &amp;raquo;. C'est l'occasion de garder un &amp;oelig;il critique sur nos d&amp;eacute;pendances, d'automatiser notre veille de s&amp;eacute;curit&amp;eacute;, et de garder nos runtimes &amp;agrave; jour sans attendre le patch mensuel de complaisance.&lt;/p&gt;
&lt;div class="attachment-container unknown md-has-block-component"&gt;&amp;nbsp;Stay Tuned!&lt;/div&gt;</description>
      <link>http://www.e-naxos.com/Blog/post/MAJDOTNETOCT2026</link>
      <author>odahan@e-naxos.com</author>
      <comments>http://www.e-naxos.com/Blog/post/MAJDOTNETOCT2026#comment</comments>
      <guid>http://www.e-naxos.com/Blog/post.aspx?id=968f3bf7-19e1-4afd-b179-ac9f6cca4c20</guid>
      <pubDate>lun., 2 nov. 2026 17:01:00 +0000</pubDate>
      <category>C#</category>
      <category>Sécurité</category>
      <betag:tag>DotnetCore</betag:tag>
      <betag:tag>securité</betag:tag>
      <dc:publisher>Olivier</dc:publisher>
      <pingback:server>http://www.e-naxos.com/Blog/pingback.axd</pingback:server>
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    </item>
    <item>
      <title>Azure Document Intelligence ou Content Understanding ?</title>
      <description>&lt;p&gt;Que choisir pour vos documents ? Une facture arrive avec ses lignes d'achat, un contrat pr&amp;eacute;cise les conditions de paiement, puis un courriel vient modifier une &amp;eacute;ch&amp;eacute;ance. Pour automatiser ce dossier, il faut r&amp;eacute;cup&amp;eacute;rer les montants et les dates, mais aussi retrouver la clause qui explique leur port&amp;eacute;e. Le choix du service Azure commence l&amp;agrave;.&lt;/p&gt;
&lt;p&gt;Microsoft propose Azure Document Intelligence et Azure Content Understanding, avec des capacit&amp;eacute;s qui se recouvrent. Tous deux savent lire du texte, analyser une mise en page et extraire des champs, avec une diff&amp;eacute;rence qui se voit surtout dans la fa&amp;ccedil;on de d&amp;eacute;finir l'information attendue et de la retrouver dans le document. Le &lt;a href="https://devblogs.microsoft.com/foundry/choosing-azure-document-intelligence-and-content-understanding/"&gt;guide publi&amp;eacute; par Microsoft le 7 octobre 2026&lt;/a&gt; invite &amp;agrave; choisir selon les documents r&amp;eacute;ellement trait&amp;eacute;s et les r&amp;eacute;sultats attendus.&lt;/p&gt;
&lt;p&gt;Pour alimenter un ERP &amp;agrave; partir de factures, Document Intelligence reste un bon candidat lorsque son mod&amp;egrave;le pr&amp;eacute;construit couvre les champs n&amp;eacute;cessaires et fonctionne sur les formats re&amp;ccedil;us. Une facture fournisseur peut changer de pr&amp;eacute;sentation sans imposer un changement de service. Il faut tester cette variation.&lt;/p&gt;
&lt;p&gt;Document Intelligence s'appuie sur des mod&amp;egrave;les sp&amp;eacute;cialis&amp;eacute;s qui exploitent les relations visuelles entre les &amp;eacute;l&amp;eacute;ments du document, notamment les libell&amp;eacute;s, les valeurs et les lignes de tableau. Pour des besoins propres &amp;agrave; l'entreprise, Microsoft propose aussi des mod&amp;egrave;les personnalis&amp;eacute;s entra&amp;icirc;n&amp;eacute;s sur des exemples annot&amp;eacute;s, avec un mod&amp;egrave;le &lt;em&gt;template&lt;/em&gt; pour les pr&amp;eacute;sentations stables et un mod&amp;egrave;le &lt;em&gt;neural&lt;/em&gt; qui accepte des structures plus variables. La personnalisation passe donc par un mod&amp;egrave;le d&amp;eacute;di&amp;eacute;. Parler d'un simple &lt;em&gt;fine-tuning&lt;/em&gt; des mod&amp;egrave;les pr&amp;eacute;construits entretient une confusion sur le travail &amp;agrave; pr&amp;eacute;voir. La &lt;a href="https://learn.microsoft.com/en-us/azure/ai-services/document-intelligence/train/custom-model?view=doc-intel-4.0.0"&gt;documentation des mod&amp;egrave;les personnalis&amp;eacute;s&lt;/a&gt; d&amp;eacute;taille ces approches.&lt;/p&gt;
&lt;p&gt;Prenons maintenant un contrat dans lequel une date de fin se d&amp;eacute;duit d'une date de d&amp;eacute;but et d'une dur&amp;eacute;e. Content Understanding permet de d&amp;eacute;finir les champs attendus dans un sch&amp;eacute;ma et de mobiliser des mod&amp;egrave;les g&amp;eacute;n&amp;eacute;ratifs pour les extraire ou les produire &amp;agrave; partir du contenu. L'information peut &amp;ecirc;tre dispers&amp;eacute;e entre plusieurs passages. Un analyseur personnalis&amp;eacute; peut d&amp;eacute;marrer sans jeu d'entra&amp;icirc;nement annot&amp;eacute;, puis &amp;ecirc;tre am&amp;eacute;lior&amp;eacute; avec des exemples. Microsoft recommande cette piste pour les &lt;a href="https://learn.microsoft.com/en-us/azure/ai-services/content-understanding/choosing-right-ai-tool"&gt;extractions personnalis&amp;eacute;es et les documents peu structur&amp;eacute;s&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;La sortie peut rester tr&amp;egrave;s op&amp;eacute;rationnelle. Des donn&amp;eacute;es structur&amp;eacute;es issues de Content Understanding peuvent alimenter une base SQL ou un ERP, tout comme celles de Document Intelligence. La destination finale suffit donc rarement &amp;agrave; d&amp;eacute;partager les deux services. Pour un chatbot, la pr&amp;eacute;paration des documents, leur indexation et la recherche des passages utiles restent des &amp;eacute;tapes &amp;agrave; concevoir.&lt;/p&gt;
&lt;p&gt;Les tableaux m&amp;eacute;ritent aussi un examen moins exp&amp;eacute;ditif. Content Understanding poss&amp;egrave;de ses propres analyseurs OCR et Layout. Ses analyseurs &lt;code dir="ltr"&gt;prebuilt-read&lt;/code&gt; et &lt;code dir="ltr"&gt;prebuilt-layout&lt;/code&gt; utilisent des mod&amp;egrave;les sp&amp;eacute;cialis&amp;eacute;s, sans n&amp;eacute;cessiter de mod&amp;egrave;le de langage ni de mod&amp;egrave;le d'embedding. Un tableau complexe justifie un essai comparatif sur ses cellules fusionn&amp;eacute;es, ses en-t&amp;ecirc;tes et ses ruptures de page. La &lt;a href="https://learn.microsoft.com/en-us/azure/ai-services/content-understanding/concepts/prebuilt-analyzers"&gt;documentation des analyseurs pr&amp;eacute;construits&lt;/a&gt; d&amp;eacute;crit leurs capacit&amp;eacute;s, y compris la pr&amp;eacute;paration de contenu pour la recherche.&lt;/p&gt;
&lt;p&gt;Pour les nouveaux traitements cloud limit&amp;eacute;s &amp;agrave; l'OCR et &amp;agrave; l'analyse de mise en page, Microsoft recommande d&amp;eacute;sormais de commencer l'&amp;eacute;valuation avec les analyseurs Content Understanding. Une application Document Intelligence qui r&amp;eacute;pond d&amp;eacute;j&amp;agrave; aux exigences de production peut rester en place. Les contraintes de d&amp;eacute;ploiement, les formats accept&amp;eacute;s ou une d&amp;eacute;pendance au d&amp;eacute;tail de sa r&amp;eacute;ponse peuvent aussi justifier ce choix. Ces nuances figurent dans le &lt;a href="https://devblogs.microsoft.com/foundry/choosing-azure-document-intelligence-and-content-understanding/"&gt;guide comparatif Microsoft&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;Content Understanding prend davantage d'int&amp;eacute;r&amp;ecirc;t lorsqu'un dossier rassemble des PDF et d'autres m&amp;eacute;dias, par exemple une d&amp;eacute;claration de sinistre accompagn&amp;eacute;e de photos et d'un enregistrement d'appel. Il propose des analyseurs pour les documents, les images, l'audio et la vid&amp;eacute;o. Pour les usages de recherche et de RAG, ses sorties peuvent comprendre du Markdown structur&amp;eacute; et du contenu d&amp;eacute;coup&amp;eacute; pour l'indexation. Le moteur de recherche reste n&amp;eacute;cessaire. Ces fonctions pr&amp;eacute;parent les donn&amp;eacute;es qu'il exploitera. &lt;a href="https://learn.microsoft.com/en-us/azure/ai-services/content-understanding/overview"&gt;Pr&amp;eacute;sentation de Content Understanding&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;Le statut des fonctionnalit&amp;eacute;s compte. La documentation recommande l'API &lt;code dir="ltr"&gt;2025-11-01&lt;/code&gt;, disponible en version stable, pour la production. L'API &lt;code dir="ltr"&gt;2026-06-01-preview&lt;/code&gt; permet d'&amp;eacute;valuer les nouveaut&amp;eacute;s, dont le mode agentique destin&amp;eacute; aux analyses qui demandent plusieurs &amp;eacute;tapes de raisonnement. Ce mode reste en pr&amp;eacute;version. Il faut en tenir compte avant de lui confier un traitement critique. &lt;a href="https://learn.microsoft.com/en-us/azure/ai-services/content-understanding/overview#content-understanding-features-by-version"&gt;Fonctionnalit&amp;eacute;s par version d'API&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;Une exigence d'ex&amp;eacute;cution locale peut trancher plus vite que la comparaison des mod&amp;egrave;les. Document Intelligence propose des conteneurs pour certaines capacit&amp;eacute;s, avec une disponibilit&amp;eacute; qui d&amp;eacute;pend du mod&amp;egrave;le et de la version. Les conteneurs connect&amp;eacute;s transmettent des informations d'usage &amp;agrave; Azure pour la facturation. L'ex&amp;eacute;cution d&amp;eacute;connect&amp;eacute;e demande un acc&amp;egrave;s approuv&amp;eacute; et un plan d'engagement. Le p&amp;eacute;rim&amp;egrave;tre doit &amp;ecirc;tre v&amp;eacute;rifi&amp;eacute;. Microsoft pr&amp;eacute;cise ces conditions dans sa &lt;a href="https://learn.microsoft.com/en-us/azure/ai-services/document-intelligence/containers/disconnected"&gt;documentation sur les conteneurs d&amp;eacute;connect&amp;eacute;s&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;Pour un traitement cloud, l'examen doit porter sur les r&amp;eacute;gions utilis&amp;eacute;es et les mod&amp;egrave;les d&amp;eacute;ploy&amp;eacute;s, ainsi que sur les acc&amp;egrave;s, la conservation des fichiers et les traces conserv&amp;eacute;es par l'application. Dans un dossier contenant des pi&amp;egrave;ces d'identit&amp;eacute;, ces choix font partie de l'architecture d&amp;egrave;s le prototype.&lt;/p&gt;
&lt;p&gt;Pour d&amp;eacute;partager les services, je commencerais par un lot de documents repr&amp;eacute;sentatif de la production, avec les scans d&amp;eacute;grad&amp;eacute;s et les variantes qui posent d&amp;eacute;j&amp;agrave; probl&amp;egrave;me aux op&amp;eacute;rateurs. Les cent derniers documents re&amp;ccedil;us peuvent fournir un point de d&amp;eacute;part. L'&amp;eacute;chantillon doit aussi couvrir les cas rares qui bloquent le processus.&lt;/p&gt;
&lt;p&gt;Sur une facture, une extraction utile retrouve les bons montants et permet de v&amp;eacute;rifier leur coh&amp;eacute;rence avant l'enregistrement comptable. Sur un contrat, il faut pouvoir contr&amp;ocirc;ler le passage qui justifie une obligation ou une date calcul&amp;eacute;e. Les scores de confiance et les r&amp;eacute;f&amp;eacute;rences aux sources facilitent cette v&amp;eacute;rification, sans garantir &amp;agrave; eux seuls que la valeur est correcte. Microsoft d&amp;eacute;crit ces m&amp;eacute;canismes de &lt;a href="https://learn.microsoft.com/en-us/azure/ai-services/content-understanding/overview#key-components-of-content-understanding"&gt;confiance et de tra&amp;ccedil;abilit&amp;eacute;&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;Je mesurerais le taux de documents accept&amp;eacute;s sans retouche, les erreurs sur les champs sensibles et le temps consacr&amp;eacute; aux exceptions. Le d&amp;eacute;lai de traitement et le co&amp;ucirc;t par document doivent &amp;ecirc;tre mesur&amp;eacute;s avec le m&amp;ecirc;me lot et les m&amp;ecirc;mes r&amp;egrave;gles de validation. Une promesse de volumes massifs trait&amp;eacute;s en quelques secondes ne remplace pas cet essai. Les reprises manuelles comptent aussi.&lt;/p&gt;
&lt;p style="text-align: center;"&gt;Le traitement pourrait alors suivre ce chemin, avec un routage d&amp;eacute;fini &amp;agrave; partir des r&amp;eacute;sultats du prototype :&lt;img src="data:image/png;base64,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" alt="" width="437" height="554" /&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;Une &amp;eacute;quipe .NET dispose des biblioth&amp;egrave;ques &lt;a href="https://learn.microsoft.com/en-us/dotnet/api/overview/azure/ai.documentintelligence-readme?view=azure-dotnet"&gt;&lt;code dir="ltr"&gt;Azure.AI.DocumentIntelligence&lt;/code&gt;&lt;/a&gt; et &lt;a href="https://learn.microsoft.com/en-us/dotnet/api/overview/azure/ai.contentunderstanding-readme?view=azure-dotnet"&gt;&lt;code dir="ltr"&gt;Azure.AI.ContentUnderstanding&lt;/code&gt;&lt;/a&gt; pour int&amp;eacute;grer les services. Je garderais les r&amp;egrave;gles m&amp;eacute;tier de validation dans une couche distincte des clients Azure, avec un r&amp;eacute;sultat commun contenant les valeurs, leurs sources et les informations de confiance disponibles. Cette s&amp;eacute;paration facilite le routage par type de document.&lt;/p&gt;
&lt;p&gt;Une architecture combinant les deux services peut avoir du sens si les essais montrent un b&amp;eacute;n&amp;eacute;fice sur une cat&amp;eacute;gorie pr&amp;eacute;cise. Chaque appel suppl&amp;eacute;mentaire ajoute toutefois du co&amp;ucirc;t et un r&amp;eacute;sultat &amp;agrave; r&amp;eacute;concilier. Avant de construire cette cha&amp;icirc;ne, je comparerais les sorties obtenues s&amp;eacute;par&amp;eacute;ment sur les m&amp;ecirc;mes factures, notamment celles que l'&amp;eacute;quipe comptable doit encore reprendre &amp;agrave; la main.&lt;/p&gt;
&lt;p&gt;Tout cela &amp;eacute;volue tr&amp;egrave;s vite, tout le monde s'empresse d'offrir des services IA dans le Cloud prenant en charge des sp&amp;eacute;cificit&amp;eacute;s m&amp;eacute;tiers, afin de cr&amp;eacute;er une client&amp;egrave;le captive. N'oublions donc pas que l'IA locale permet entre autres choses d'&amp;eacute;viter ce pi&amp;egrave;ge financier. Ce nouveau produit Microsoft "cl&amp;eacute; en main" est s&amp;eacute;duisant, mais son co&amp;ucirc;t sur le long terme, le co&amp;ucirc;t de la d&amp;eacute;pendance, celui de l'envoi de vos donn&amp;eacute;es sensibles &amp;agrave; l'ext&amp;eacute;rieur de votre soci&amp;eacute;t&amp;eacute;, &amp;ecirc;tes vous capable d'&amp;eacute;valuer correctement toutes les cons&amp;eacute;quences ?&lt;/p&gt;
&lt;p&gt;Stay Tuned!&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description>
      <link>http://www.e-naxos.com/Blog/post/azure-documents</link>
      <author>odahan@e-naxos.com</author>
      <comments>http://www.e-naxos.com/Blog/post/azure-documents#comment</comments>
      <guid>http://www.e-naxos.com/Blog/post.aspx?id=4c5611fb-7ec3-40e6-a72a-648004f89e0f</guid>
      <pubDate>ven., 30 oct. 2026 12:30:00 +0000</pubDate>
      <category>Azure</category>
      <category>IA</category>
      <betag:tag>azure</betag:tag>
      <betag:tag>IA</betag:tag>
      <dc:publisher>Olivier</dc:publisher>
      <pingback:server>http://www.e-naxos.com/Blog/pingback.axd</pingback:server>
      <pingback:target>http://www.e-naxos.com/Blog/post.aspx?id=4c5611fb-7ec3-40e6-a72a-648004f89e0f</pingback:target>
      <slash:comments>0</slash:comments>
      <trackback:ping>http://www.e-naxos.com/Blog/trackback.axd?id=4c5611fb-7ec3-40e6-a72a-648004f89e0f</trackback:ping>
      <wfw:comment>http://www.e-naxos.com/Blog/post/azure-documents#comment</wfw:comment>
      <wfw:commentRss>http://www.e-naxos.com/Blog/syndication.axd?post=4c5611fb-7ec3-40e6-a72a-648004f89e0f</wfw:commentRss>
    </item>
    <item>
      <title>L'automatisation de navigateurs sur Microsoft Foundry passe en GA</title>
      <description>&lt;p data-path-to-node="2"&gt;Si vous me lisez r&amp;eacute;guli&amp;egrave;rement, vous savez &amp;agrave; quel point l'automatisation des t&amp;acirc;ches web est devenue le nerf de la guerre. Entre la r&amp;eacute;duction des op&amp;eacute;rations r&amp;eacute;p&amp;eacute;titives, la recherche d'une meilleure fiabilit&amp;eacute; sur des interfaces web parfois capricieuses et l'essor des architectures agentiques, le sujet est sur toutes les l&amp;egrave;vres.&lt;/p&gt;
&lt;p data-path-to-node="5"&gt;R&amp;eacute;cemment (le 19 octobre 2026), le blog &lt;strong data-path-to-node="5" data-index-in-node="40"&gt;Microsoft Foundry&lt;/strong&gt; a officialis&amp;eacute; le passage en disponibilit&amp;eacute; g&amp;eacute;n&amp;eacute;rale (&lt;strong data-path-to-node="5" data-index-in-node="110"&gt;General Availability - GA&lt;/strong&gt;) de son &lt;strong data-path-to-node="5" data-index-in-node="144"&gt;outil d'automatisation de navigateurs&lt;/strong&gt;.&lt;/p&gt;
&lt;p data-path-to-node="6"&gt;C'est une excellente nouvelle sur le papier pour industrialiser nos agents web, mais restons pragmatiques : si cette annonce marque une &amp;eacute;tape concr&amp;egrave;te, elle ne nous dispense pas d'une analyse critique du produit, de ses limites et de ses conditions de d&amp;eacute;ploiement en production.&lt;/p&gt;
&lt;h2 data-path-to-node="8"&gt;Ce que Microsoft annonce officiellement&lt;/h2&gt;
&lt;p data-path-to-node="9"&gt;Restons aux faits. L'article publi&amp;eacute; par l'&amp;eacute;quipe Microsoft Foundry annonce la &lt;strong data-path-to-node="9" data-index-in-node="78"&gt;GA&lt;/strong&gt; de son outil d'automatisation de navigateurs, con&amp;ccedil;u pour vous aider &amp;agrave; b&amp;acirc;tir des agents capables d'interagir avec des sites web &lt;strong data-path-to-node="9" data-index-in-node="208"&gt;publics comme priv&amp;eacute;s&lt;/strong&gt;.&lt;/p&gt;
&lt;p data-path-to-node="10"&gt;Sur le plan fonctionnel, Microsoft met en avant 4 piliers majeurs :&lt;/p&gt;
&lt;ol start="1" data-path-to-node="11"&gt;
&lt;li&gt;
&lt;p data-path-to-node="11,0,0"&gt;&lt;strong class="" data-path-to-node="11,0,0" data-index-in-node="0"&gt;Navigateurs g&amp;eacute;r&amp;eacute;s (&lt;em data-path-to-node="11,0,0" data-index-in-node="19"&gt;Managed Browsers&lt;/em&gt;)&lt;/strong&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p data-path-to-node="11,1,0"&gt;&lt;strong data-path-to-node="11,1,0" data-index-in-node="0"&gt;Int&amp;eacute;gration native &amp;agrave; la bo&amp;icirc;te &amp;agrave; outils Foundry&lt;/strong&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p data-path-to-node="11,2,0"&gt;&lt;strong data-path-to-node="11,2,0" data-index-in-node="0"&gt;Live View&lt;/strong&gt; (visualisation en direct)&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p data-path-to-node="11,3,0"&gt;&lt;strong class="" data-path-to-node="11,3,0" data-index-in-node="0"&gt;Contr&amp;ocirc;le humain dans la boucle (&lt;em data-path-to-node="11,3,0" data-index-in-node="32"&gt;Human-in-the-loop&lt;/em&gt;)&lt;/strong&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;blockquote class="" data-path-to-node="12"&gt;
&lt;p data-path-to-node="12,0"&gt;&lt;strong data-path-to-node="12,0" data-index-in-node="0"&gt;Mon point d'attention :&lt;/strong&gt; &amp;Agrave; ce stade, la communication officielle reste tr&amp;egrave;s concise. Microsoft ne fournit pas encore de d&amp;eacute;tails sur les versions sous-jacentes, la grille tarifaire, les limites de performance ou les crit&amp;egrave;res de comparaison (&lt;em data-path-to-node="12,0" data-index-in-node="239"&gt;benchmarks&lt;/em&gt;). Tout ce qui suit repose donc sur mon analyse d'architecte et mon retour d'exp&amp;eacute;rience terrain.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;h2 data-path-to-node="14"&gt;D&amp;eacute;cryptage technique : De quoi parle-t-on vraiment ?&lt;/h2&gt;
&lt;h3 data-path-to-node="15"&gt;1. Des navigateurs g&amp;eacute;r&amp;eacute;s pour all&amp;eacute;ger l'Ops&lt;/h3&gt;
&lt;p data-path-to-node="16"&gt;G&amp;eacute;rer le cycle de vie d'un navigateur en automatisation est un enfer op&amp;eacute;rationnel : provisioning, configuration des sessions, gestion des cookies, certificats TLS, nettoyage des instances... L'approche "g&amp;eacute;r&amp;eacute;e" laisse entendre que Microsoft prend en charge cette complexit&amp;eacute; infrastructurelle.&lt;/p&gt;
&lt;ul data-path-to-node="17"&gt;
&lt;li&gt;
&lt;p data-path-to-node="17,0,0"&gt;&lt;em data-path-to-node="17,0,0" data-index-in-node="0"&gt;La question &amp;agrave; vous poser avant de vous lancer :&lt;/em&gt; S'agit-il d'un ex&amp;eacute;cution 100 % cloud, hybride ou autorisant du on-premises ? La r&amp;eacute;ponse sera d&amp;eacute;cisive pour vos contraintes r&amp;eacute;glementaires.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-path-to-node="18"&gt;2. Int&amp;eacute;gration native dans Microsoft Foundry&lt;/h3&gt;
&lt;p data-path-to-node="19"&gt;Si votre pile technique repose d&amp;eacute;j&amp;agrave; sur l'&amp;eacute;cosyst&amp;egrave;me Microsoft (notamment les &amp;eacute;quipes .NET ou Azure), c'est un point tr&amp;egrave;s positif. Pas besoin de bricoler des connecteurs tiers pour orchestrer vos agents. L'outil s'int&amp;egrave;gre directement dans la cha&amp;icirc;ne de build et d'ex&amp;eacute;cution Foundry.&lt;/p&gt;
&lt;h3 data-path-to-node="20"&gt;3. Live View : Le debug enfin simplifi&amp;eacute;&lt;/h3&gt;
&lt;p data-path-to-node="21"&gt;Si vous avez d&amp;eacute;j&amp;agrave; essay&amp;eacute; de d&amp;eacute;bugger un script de scraping ou un agent headless &amp;agrave; l'aveugle, vous savez &amp;agrave; quel point c'est frustrant. L'arriv&amp;eacute;e du &lt;strong data-path-to-node="21" data-index-in-node="147"&gt;Live View&lt;/strong&gt; permet d'observer l'&amp;eacute;tat du navigateur, le rendu DOM et les actions en temps r&amp;eacute;el. C'est un gain de temps pr&amp;eacute;cieux lors de la phase de dev et pour surveiller le comportement des agents en production.&lt;/p&gt;
&lt;h3 data-path-to-node="22"&gt;4. Le contr&amp;ocirc;le humain (Human-in-the-Loop)&lt;/h3&gt;
&lt;p data-path-to-node="23"&gt;C'est pour moi le composant le plus critique. L'automatisation totale sur des processus m&amp;eacute;tier sensibles (mouvements financiers, modification de donn&amp;eacute;es RH) est souvent une illusion risqu&amp;eacute;e. Avoir un m&amp;eacute;canisme natif permettant &amp;agrave; un utilisateur d'approuver, corriger ou stopper une action en direct apporte un niveau de s&amp;eacute;curit&amp;eacute; indispensable pour nos m&amp;eacute;tiers.&lt;/p&gt;
&lt;h2 data-path-to-node="25"&gt;Ce que j'aime... et ce qui m'inqui&amp;egrave;te&lt;/h2&gt;
&lt;h3 data-path-to-node="26"&gt;Les vrais points forts :&lt;/h3&gt;
&lt;ul data-path-to-node="27"&gt;
&lt;li&gt;
&lt;p data-path-to-node="27,0,0"&gt;&lt;strong data-path-to-node="27,0,0" data-index-in-node="0"&gt;Sites publics ET priv&amp;eacute;s :&lt;/strong&gt; Pouvoir automatiser des t&amp;acirc;ches sur des applications internes (intranet, ERP web) autant que sur des portails externes ouvre d'immenses opportunit&amp;eacute;s d'automatisation UI.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p data-path-to-node="27,1,0"&gt;&lt;strong data-path-to-node="27,1,0" data-index-in-node="0"&gt;Supervision facilit&amp;eacute;e :&lt;/strong&gt; Le couple &lt;em data-path-to-node="27,1,0" data-index-in-node="34"&gt;Live View + Contr&amp;ocirc;le humain&lt;/em&gt; r&amp;eacute;pond directement aux probl&amp;eacute;matiques de gouvernance.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-path-to-node="28"&gt;Les zones d'ombre &amp;agrave; garder en t&amp;ecirc;te :&lt;/h3&gt;
&lt;ul data-path-to-node="29"&gt;
&lt;li&gt;
&lt;p data-path-to-node="29,0,0"&gt;&lt;strong data-path-to-node="29,0,0" data-index-in-node="0"&gt;La fragilit&amp;eacute; intrins&amp;egrave;que des interfaces web :&lt;/strong&gt; Un simple changement de classe CSS ou d'ID dans une application web peut casser un agent. Microsoft ne d&amp;eacute;taille pas encore de m&amp;eacute;canisme d'auto-r&amp;eacute;paration (&lt;em data-path-to-node="29,0,0" data-index-in-node="201"&gt;self-healing&lt;/em&gt;) par IA pour g&amp;eacute;rer ces changements d'IHM.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p data-path-to-node="29,1,0"&gt;&lt;strong data-path-to-node="29,1,0" data-index-in-node="0"&gt;S&amp;eacute;curit&amp;eacute; &amp;amp; Conformit&amp;eacute; :&lt;/strong&gt; Autoriser un agent autonome &amp;agrave; naviguer sur vos portails priv&amp;eacute;s exige une gestion d'identit&amp;eacute;s et d'acc&amp;egrave;s ultra-stricte (IAM, coffre-fort de secrets). Ne n&amp;eacute;gligez pas cet aspect sous pr&amp;eacute;texte que le service est estampill&amp;eacute; "GA".&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p data-path-to-node="29,2,0"&gt;&lt;strong data-path-to-node="29,2,0" data-index-in-node="0"&gt;Le risque de sur-automatisation :&lt;/strong&gt; Ce n'est pas parce qu'on &lt;em data-path-to-node="29,2,0" data-index-in-node="59"&gt;peut&lt;/em&gt; automatiser une t&amp;acirc;che via le navigateur qu'il &lt;em data-path-to-node="29,2,0" data-index-in-node="110"&gt;faut&lt;/em&gt; le faire. Si une API existe, privil&amp;eacute;giez toujours l'API ! L'automatisation web doit rester une solution pour les syst&amp;egrave;mes l&amp;eacute;gacy ou d&amp;eacute;pourvus d'interfaces de programmation.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 data-path-to-node="31"&gt;Mes 8 recommandations pour vos projets (.NET / DSI)&lt;/h2&gt;
&lt;p data-path-to-node="32"&gt;Si vous envisagez de tester ou de d&amp;eacute;ployer cet outil dans vos &amp;eacute;quipes, voici ma feuille de route :&lt;/p&gt;
&lt;ol start="1" data-path-to-node="33"&gt;
&lt;li&gt;
&lt;p data-path-to-node="33,0,0"&gt;&lt;strong data-path-to-node="33,0,0" data-index-in-node="0"&gt;Filtrez vos cas d'usage :&lt;/strong&gt; Commencez par des t&amp;acirc;ches r&amp;eacute;p&amp;eacute;titives &amp;agrave; faible risque et haute fr&amp;eacute;quence. Gardez les processus critiques pour une phase de maturit&amp;eacute; ult&amp;eacute;rieure.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p data-path-to-node="33,1,0"&gt;&lt;strong data-path-to-node="33,1,0" data-index-in-node="0"&gt;D&amp;eacute;finissez le niveau d'intervention humaine :&lt;/strong&gt; D&amp;eacute;terminez clairement o&amp;ugrave; le "Human-in-the-loop" s'impose (validation &amp;agrave; l'&amp;eacute;tape, validation finale ou audit a posteriori).&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p data-path-to-node="33,2,0"&gt;&lt;strong data-path-to-node="33,2,0" data-index-in-node="0"&gt;Mettez en place un environnement de bac &amp;agrave; sable (Sandbox) :&lt;/strong&gt; Ne faites jamais tourner vos agents de test directement sur vos environnements de production web.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p data-path-to-node="33,3,0"&gt;&lt;strong data-path-to-node="33,3,0" data-index-in-node="0"&gt;Pr&amp;eacute;voyez la maintenance :&lt;/strong&gt; La maintenance d'un agent web n'est pas nulle. Incorporez une charge r&amp;eacute;currente pour mettre &amp;agrave; jour les scripts au fil des &amp;eacute;volutions des sites cibl&amp;eacute;s.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p data-path-to-node="33,4,0"&gt;&lt;strong data-path-to-node="33,4,0" data-index-in-node="0"&gt;Consolidez le monitoring :&lt;/strong&gt; Ne vous reposez pas uniquement sur le Live View. Connectez vos agents &amp;agrave; vos outils de m&amp;eacute;triques et d'alerting existants.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p data-path-to-node="33,5,0"&gt;&lt;strong data-path-to-node="33,5,0" data-index-in-node="0"&gt;S&amp;eacute;curisez la gestion des identifiants :&lt;/strong&gt; Assurez-vous que l'agent consomme des secrets s&amp;eacute;curis&amp;eacute;s et respecte le principe du moindre privil&amp;egrave;ge.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p data-path-to-node="33,6,0"&gt;&lt;strong data-path-to-node="33,6,0" data-index-in-node="0"&gt;Documentez les sc&amp;eacute;narios d'&amp;eacute;chec :&lt;/strong&gt; Que fait l'agent si le site web cible est inaccessible ou en maintenance ? Pr&amp;eacute;voyez des replis gracieux (&lt;em data-path-to-node="33,6,0" data-index-in-node="140"&gt;fallback&lt;/em&gt;).&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p data-path-to-node="33,7,0"&gt;&lt;strong data-path-to-node="33,7,0" data-index-in-node="0"&gt;Formez les &amp;eacute;quipes op&amp;eacute;rationnelles :&lt;/strong&gt; La technologie n'est qu'une partie du sujet. Les op&amp;eacute;rateurs m&amp;eacute;tier doivent savoir comment reprendre la main si l'agent sollicite une validation.&lt;/p&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;h2 data-path-to-node="35"&gt;En conclusion&lt;/h2&gt;
&lt;p data-path-to-node="36"&gt;Le passage en GA de l'outil d'automatisation de navigateurs dans Microsoft Foundry est un indicateur clair : l'automatisation bas&amp;eacute;e sur des agents quitte les laboratoires pour s'implanter dans la r&amp;eacute;alit&amp;eacute; industrielle.&lt;/p&gt;
&lt;p data-path-to-node="37"&gt;L'outil offre une base technique prometteuse, mais le succ&amp;egrave;s d&amp;eacute;pendra &amp;agrave; 80 % de votre m&amp;eacute;thode : s&amp;eacute;lection des bons cas d'usage, rigueur dans la s&amp;eacute;curit&amp;eacute; et int&amp;eacute;gration harmonieuse de l'humain dans la boucle.&lt;/p&gt;
&lt;p data-path-to-node="37"&gt;Comme toujours le vrai point fort (ou faible) d'un SI, ce sont les humains et pas les outils. A vous de bien vous servir de cette nouvelle possibilit&amp;eacute; !&lt;/p&gt;
&lt;p data-path-to-node="37"&gt;Stay Tuned!&lt;/p&gt;</description>
      <link>http://www.e-naxos.com/Blog/post/AutomatisationNavigateursFoundry</link>
      <author>odahan@e-naxos.com</author>
      <comments>http://www.e-naxos.com/Blog/post/AutomatisationNavigateursFoundry#comment</comments>
      <guid>http://www.e-naxos.com/Blog/post.aspx?id=cb240698-60f9-49f3-bc55-d440e876fdc1</guid>
      <pubDate>lun., 26 oct. 2026 12:30:00 +0000</pubDate>
      <category>IA</category>
      <betag:tag>IA</betag:tag>
      <dc:publisher>Olivier</dc:publisher>
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    </item>
    <item>
      <title>Bien utiliser EF Core : requêtes, performances et production</title>
      <description>&lt;p id="bien-utiliser-ef-core-requetes-performances-et-production"&gt;&lt;em&gt;Le code qui fonctionne n'est que le point de d&amp;eacute;part.&lt;/em&gt;&lt;/p&gt;
&lt;blockquote&gt;
&lt;p&gt;&lt;strong&gt;S&amp;eacute;rie &amp;mdash; Entity Framework : remettre les compteurs &amp;agrave; z&amp;eacute;ro&lt;/strong&gt;&lt;br /&gt;Partie 4 sur 4. Le projet pr&amp;eacute;c&amp;eacute;dent sait cr&amp;eacute;er, lire et modifier une base SQLite. Il faut maintenant rendre ses co&amp;ucirc;ts visibles et ses comportements explicites.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;h2 id="ef-core-nest-pas-lent-une-requete-peut-letre"&gt;EF Core n'est pas lent ; une requ&amp;ecirc;te peut l'&amp;ecirc;tre&lt;/h2&gt;
&lt;p&gt;La phrase &amp;laquo; EF Core est lent &amp;raquo; ne d&amp;eacute;crit rien de mesurable. Elle peut d&amp;eacute;signer :&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;une requ&amp;ecirc;te qui transf&amp;egrave;re trop de colonnes ;&lt;/li&gt;
&lt;li&gt;l'absence d'un index ;&lt;/li&gt;
&lt;li&gt;un probl&amp;egrave;me N+1 ;&lt;/li&gt;
&lt;li&gt;un graphe charg&amp;eacute; avec plusieurs collections ;&lt;/li&gt;
&lt;li&gt;une pagination profonde avec&amp;nbsp;&lt;code&gt;OFFSET&lt;/code&gt;&amp;nbsp;;&lt;/li&gt;
&lt;li&gt;un contexte conservant des milliers d'entit&amp;eacute;s suivies ;&lt;/li&gt;
&lt;li&gt;des centaines d'allers-retours ;&lt;/li&gt;
&lt;li&gt;un verrouillage long ;&lt;/li&gt;
&lt;li&gt;une traduction moins adapt&amp;eacute;e que le SQL sp&amp;eacute;cifique au moteur.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Le travail s&amp;eacute;rieux commence en identifiant le SQL, le plan d'ex&amp;eacute;cution, la cardinalit&amp;eacute;, le nombre d'allers-retours et la dur&amp;eacute;e. L'ORM ne dispense pas de cette analyse ; il ajoute une &amp;eacute;tape de traduction qu'il faut conna&amp;icirc;tre.&lt;/p&gt;
&lt;h2 id="garder-le-dbcontext-court-et-sequentiel"&gt;1. Garder le DbContext court et s&amp;eacute;quentiel&lt;/h2&gt;
&lt;p&gt;Microsoft d&amp;eacute;crit&amp;nbsp;&lt;code&gt;DbContext&lt;/code&gt;&amp;nbsp;comme une unit&amp;eacute; de travail normalement courte et pr&amp;eacute;cise qu'il n'est pas thread-safe [1].&lt;/p&gt;
&lt;p&gt;Un usage correct :&lt;/p&gt;
&lt;pre&gt;&lt;code class="language-csharp"&gt;await using var db = dbContextFactory.CreateDbContext();

var order = await db.Orders
    .SingleAsync(order =&amp;gt; order.Id == orderId, cancellationToken);

order.Status = OrderStatus.Shipped;

await db.SaveChangesAsync(cancellationToken);
&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;Un usage incorrect :&lt;/p&gt;
&lt;pre&gt;&lt;code class="language-csharp"&gt;// &amp;Agrave; ne pas faire : deux op&amp;eacute;rations concurrentes sur le m&amp;ecirc;me contexte.
var customersTask = db.Customers.ToListAsync(cancellationToken);
var ordersTask = db.Orders.ToListAsync(cancellationToken);

await Task.WhenAll(customersTask, ordersTask);
&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;Si ces requ&amp;ecirc;tes doivent r&amp;eacute;ellement &amp;ecirc;tre parall&amp;egrave;les, elles n&amp;eacute;cessitent des contextes distincts. Mais parall&amp;eacute;liser deux acc&amp;egrave;s &amp;agrave; la m&amp;ecirc;me base n'est pas automatiquement plus rapide : la contention, le pool de connexions et le co&amp;ucirc;t c&amp;ocirc;t&amp;eacute; serveur comptent.&lt;/p&gt;
&lt;p&gt;Un contexte ne doit pas devenir :&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;un singleton ;&lt;/li&gt;
&lt;li&gt;un cache g&amp;eacute;n&amp;eacute;ral ;&lt;/li&gt;
&lt;li&gt;un champ statique ;&lt;/li&gt;
&lt;li&gt;un objet partag&amp;eacute; entre traitements parall&amp;egrave;les ;&lt;/li&gt;
&lt;li&gt;une session utilisateur de plusieurs heures.&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 id="projeter-avant-de-penser-include"&gt;2. Projeter avant de penser&amp;nbsp;&lt;code&gt;Include&lt;/code&gt;&lt;/h2&gt;
&lt;p&gt;Pour produire une r&amp;eacute;ponse d'API, un &amp;eacute;cran ou un export, l'application conna&amp;icirc;t g&amp;eacute;n&amp;eacute;ralement la forme attendue.&lt;/p&gt;
&lt;pre&gt;&lt;code class="language-csharp"&gt;public sealed record OrderSummary(
    int Id,
    DateTime CreatedAtUtc,
    string CustomerName,
    int LineCount,
    long TotalCents);
&lt;/code&gt;&lt;/pre&gt;
&lt;pre&gt;&lt;code class="language-csharp"&gt;var orders = await db.Orders
    .Where(order =&amp;gt; order.Status == OrderStatus.Confirmed)
    .OrderByDescending(order =&amp;gt; order.CreatedAtUtc)
    .ThenByDescending(order =&amp;gt; order.Id)
    .Select(order =&amp;gt; new OrderSummary(
        order.Id,
        order.CreatedAtUtc,
        order.Customer.Name,
        order.Lines.Count,
        order.Lines.Sum(
            line =&amp;gt; line.UnitPriceCents * line.Quantity)))
    .Take(50)
    .ToListAsync(cancellationToken);
&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;Cette requ&amp;ecirc;te :&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;s&amp;eacute;lectionne uniquement les donn&amp;eacute;es utiles ;&lt;/li&gt;
&lt;li&gt;calcule en base ;&lt;/li&gt;
&lt;li&gt;ne mat&amp;eacute;rialise pas un graphe d'entit&amp;eacute;s ;&lt;/li&gt;
&lt;li&gt;&amp;eacute;vite le tracking d'entit&amp;eacute;s puisqu'elle produit des valeurs et un DTO.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;La documentation Microsoft recommande de projeter uniquement les propri&amp;eacute;t&amp;eacute;s n&amp;eacute;cessaires [2].&amp;nbsp;&lt;code&gt;Include&lt;/code&gt;&amp;nbsp;doit &amp;ecirc;tre choisi lorsqu'un v&amp;eacute;ritable graphe d'entit&amp;eacute;s est n&amp;eacute;cessaire, pas comme r&amp;eacute;flexe de chargement.&lt;/p&gt;
&lt;h2 id="utiliser-le-tracking-intentionnellement"&gt;3. Utiliser le tracking intentionnellement&lt;/h2&gt;
&lt;p&gt;Une requ&amp;ecirc;te d'entit&amp;eacute;s est suivie par d&amp;eacute;faut :&lt;/p&gt;
&lt;pre&gt;&lt;code class="language-csharp"&gt;var customer = await db.Customers
    .SingleAsync(customer =&amp;gt; customer.Id == customerId);

customer.Email = newEmail;
await db.SaveChangesAsync();
&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;Pour une lecture seule d'entit&amp;eacute;s :&lt;/p&gt;
&lt;pre&gt;&lt;code class="language-csharp"&gt;var customers = await db.Customers
    .AsNoTracking()
    .OrderBy(customer =&amp;gt; customer.Name)
    .ToListAsync();
&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;La r&amp;egrave;gle pratique est simple :&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;modification dans la m&amp;ecirc;me unit&amp;eacute; de travail : tracking ;&lt;/li&gt;
&lt;li&gt;lecture seule d'entit&amp;eacute;s :&amp;nbsp;&lt;code&gt;AsNoTracking&lt;/code&gt;&amp;nbsp;;&lt;/li&gt;
&lt;li&gt;lecture destin&amp;eacute;e &amp;agrave; une pr&amp;eacute;sentation : projection vers une forme d&amp;eacute;di&amp;eacute;e.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Ajouter&amp;nbsp;&lt;code&gt;AsNoTracking&lt;/code&gt;&amp;nbsp;&amp;agrave; toutes les requ&amp;ecirc;tes par automatisme n'est pas une compr&amp;eacute;hension. Dans une requ&amp;ecirc;te qui retourne plusieurs occurrences de la m&amp;ecirc;me entit&amp;eacute;, le tracking peut &amp;eacute;conomiser des instances gr&amp;acirc;ce &amp;agrave; la r&amp;eacute;solution d'identit&amp;eacute;.&amp;nbsp;&lt;code&gt;AsNoTrackingWithIdentityResolution&lt;/code&gt;&amp;nbsp;constitue un compromis lorsque cette propri&amp;eacute;t&amp;eacute; est utile sans suivi ult&amp;eacute;rieur [3].&lt;/p&gt;
&lt;h2 id="le-lazy-loading-rend-les-allers-retours-invisibles"&gt;4. Le lazy loading rend les allers-retours invisibles&lt;/h2&gt;
&lt;p&gt;Avec le lazy loading, ce code apparemment innocent peut ex&amp;eacute;cuter une requ&amp;ecirc;te pour les commandes, puis une autre pour les lignes de chaque commande :&lt;/p&gt;
&lt;pre&gt;&lt;code class="language-csharp"&gt;var orders = await db.Orders.ToListAsync();

foreach (var order in orders)
{
    Console.WriteLine($"Commande {order.Id}: {order.Lines.Count} lignes");
}
&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;Pour&amp;nbsp;&lt;code&gt;N&lt;/code&gt;&amp;nbsp;commandes, on obtient potentiellement&amp;nbsp;&lt;code&gt;1 + N&lt;/code&gt;&amp;nbsp;requ&amp;ecirc;tes. La documentation Microsoft avertit explicitement que le lazy loading est particuli&amp;egrave;rement susceptible de provoquer ce probl&amp;egrave;me [2][4].&lt;/p&gt;
&lt;p&gt;Une projection explicite rend le co&amp;ucirc;t visible :&lt;/p&gt;
&lt;pre&gt;&lt;code class="language-csharp"&gt;var orders = await db.Orders
    .Select(order =&amp;gt; new
    {
        order.Id,
        LineCount = order.Lines.Count
    })
    .ToListAsync();
&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;Le lazy loading n'est pas intrins&amp;egrave;quement d&amp;eacute;fectueux. Il est dangereux lorsque l'on ne ma&amp;icirc;trise pas pr&amp;eacute;cis&amp;eacute;ment le chemin d'acc&amp;egrave;s aux propri&amp;eacute;t&amp;eacute;s et le nombre d'allers-retours. Dans une API serveur, je recommande de le d&amp;eacute;sactiver par d&amp;eacute;faut.&lt;/p&gt;
&lt;h2 id="include-explosion-cartesienne-et-requetes-fractionnees"&gt;5.&amp;nbsp;&lt;code&gt;Include&lt;/code&gt;, explosion cart&amp;eacute;sienne et requ&amp;ecirc;tes fractionn&amp;eacute;es&lt;/h2&gt;
&lt;p&gt;Charger plusieurs collections s&amp;oelig;urs avec une requ&amp;ecirc;te unique peut multiplier les lignes du r&amp;eacute;sultat SQL. Dix lignes de commande et six paiements ne produisent pas seize lignes, mais potentiellement soixante combinaisons avant reconstruction du graphe.&lt;/p&gt;
&lt;pre&gt;&lt;code class="language-csharp"&gt;var customers = await db.Customers
    .Include(customer =&amp;gt; customer.Orders)
        .ThenInclude(order =&amp;gt; order.Lines)
    .ToListAsync();
&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;Selon le graphe,&amp;nbsp;&lt;code&gt;AsSplitQuery()&lt;/code&gt;&amp;nbsp;peut remplacer une grande jointure par plusieurs requ&amp;ecirc;tes :&lt;/p&gt;
&lt;pre&gt;&lt;code class="language-csharp"&gt;var customers = await db.Customers
    .Include(customer =&amp;gt; customer.Orders)
        .ThenInclude(order =&amp;gt; order.Lines)
    .AsSplitQuery()
    .ToListAsync();
&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;Il n'existe pas de gagnant universel :&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;requ&amp;ecirc;te unique : moins d'allers-retours, mais duplication possible ;&lt;/li&gt;
&lt;li&gt;requ&amp;ecirc;tes fractionn&amp;eacute;es : moins d'explosion cart&amp;eacute;sienne, mais plusieurs commandes et des consid&amp;eacute;rations de coh&amp;eacute;rence entre lectures.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;La documentation officielle demande explicitement de choisir selon le sc&amp;eacute;nario [5]. Mesurez le volume et observez le SQL.&lt;/p&gt;
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alt="" /&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;Figure 9 &amp;mdash; Projection, requ&amp;ecirc;te unique avec&amp;nbsp;&lt;code&gt;Include&lt;/code&gt;&amp;nbsp;et requ&amp;ecirc;tes fractionn&amp;eacute;es r&amp;eacute;pondent &amp;agrave; des besoins distincts.&lt;/em&gt;&lt;/p&gt;
&lt;h2 id="paginer-avec-un-ordre-totalement-deterministe"&gt;6. Paginer avec un ordre totalement d&amp;eacute;terministe&lt;/h2&gt;
&lt;p&gt;La pagination classique est simple :&lt;/p&gt;
&lt;pre&gt;&lt;code class="language-csharp"&gt;var page = await db.Orders
    .OrderByDescending(order =&amp;gt; order.CreatedAtUtc)
    .ThenByDescending(order =&amp;gt; order.Id)
    .Skip((pageNumber - 1) * pageSize)
    .Take(pageSize)
    .Select(order =&amp;gt; new { order.Id, order.CreatedAtUtc })
    .ToListAsync();
&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;L'ordre doit &amp;ecirc;tre totalement unique. Trier uniquement par date permet &amp;agrave; deux lignes ayant la m&amp;ecirc;me date de changer de position entre deux requ&amp;ecirc;tes [6].&lt;/p&gt;
&lt;p&gt;Pour naviguer vers la page suivante &amp;agrave; grande profondeur, la pagination par curseur &amp;eacute;vite de faire parcourir au moteur toutes les lignes pr&amp;eacute;c&amp;eacute;dentes :&lt;/p&gt;
&lt;pre&gt;&lt;code class="language-csharp"&gt;var page = await db.Orders
    .Where(order =&amp;gt;
        order.CreatedAtUtc &amp;lt; cursorDate
        || (order.CreatedAtUtc == cursorDate &amp;amp;&amp;amp; order.Id &amp;lt; cursorId))
    .OrderByDescending(order =&amp;gt; order.CreatedAtUtc)
    .ThenByDescending(order =&amp;gt; order.Id)
    .Take(pageSize)
    .Select(order =&amp;gt; new { order.Id, order.CreatedAtUtc })
    .ToListAsync();
&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;La pagination par curseur ne permet pas de sauter naturellement &amp;agrave; la page 427. Elle est adapt&amp;eacute;e aux navigations pr&amp;eacute;c&amp;eacute;dent/suivant et aux flux continus.&lt;/p&gt;
&lt;h2 id="modifier-en-memoire-ou-directement-en-base"&gt;7. Modifier en m&amp;eacute;moire ou directement en base&lt;/h2&gt;
&lt;p&gt;Le change tracker convient &amp;agrave; une r&amp;egrave;gle m&amp;eacute;tier portant sur une entit&amp;eacute; :&lt;/p&gt;
&lt;pre&gt;&lt;code class="language-csharp"&gt;var order = await db.Orders
    .SingleAsync(order =&amp;gt; order.Id == orderId);

if (order.Status != OrderStatus.Confirmed)
{
    throw new InvalidOperationException(
        "Seule une commande confirm&amp;eacute;e peut &amp;ecirc;tre exp&amp;eacute;di&amp;eacute;e.");
}

order.Status = OrderStatus.Shipped;
await db.SaveChangesAsync();
&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;Pour archiver un ensemble, il serait absurde de tout charger :&lt;/p&gt;
&lt;pre&gt;&lt;code class="language-csharp"&gt;var affectedRows = await db.Orders
    .Where(order =&amp;gt;
        order.Status == OrderStatus.Cancelled
        &amp;amp;&amp;amp; order.CreatedAtUtc &amp;lt; limitUtc)
    .ExecuteDeleteAsync();
&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;Ou pour modifier plusieurs lignes :&lt;/p&gt;
&lt;pre&gt;&lt;code class="language-csharp"&gt;var affectedRows = await db.Orders
    .Where(order =&amp;gt; order.Status == OrderStatus.Draft)
    .ExecuteUpdateAsync(setters =&amp;gt; setters
        .SetProperty(
            order =&amp;gt; order.Status,
            OrderStatus.Cancelled));
&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;&lt;code&gt;ExecuteUpdate&lt;/code&gt;&amp;nbsp;et&amp;nbsp;&lt;code&gt;ExecuteDelete&lt;/code&gt;&amp;nbsp;:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;ex&amp;eacute;cutent imm&amp;eacute;diatement leur ordre ;&lt;/li&gt;
&lt;li&gt;ne passent pas par&amp;nbsp;&lt;code&gt;SaveChanges&lt;/code&gt;&amp;nbsp;;&lt;/li&gt;
&lt;li&gt;ignorent les entit&amp;eacute;s d&amp;eacute;j&amp;agrave; suivies ;&lt;/li&gt;
&lt;li&gt;ne regroupent pas automatiquement plusieurs appels dans une seule transaction.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;M&amp;eacute;langer une mise &amp;agrave; jour ensembliste et des entit&amp;eacute;s suivies dans le m&amp;ecirc;me contexte peut laisser la m&amp;eacute;moire en d&amp;eacute;saccord avec la base [7]. Il faut isoler l'op&amp;eacute;ration ou recharger explicitement.&lt;/p&gt;
&lt;h2 id="traiter-la-concurrence-comme-un-cas-normal"&gt;8. Traiter la concurrence comme un cas normal&lt;/h2&gt;
&lt;p&gt;Deux utilisateurs lisent la m&amp;ecirc;me commande. Le premier la modifie. Le second enregistre ensuite une version construite &amp;agrave; partir d'un &amp;eacute;tat ancien. Sans contr&amp;ocirc;le, la derni&amp;egrave;re &amp;eacute;criture peut &amp;eacute;craser la pr&amp;eacute;c&amp;eacute;dente.&lt;/p&gt;
&lt;p&gt;Dans notre mod&amp;egrave;le SQLite,&amp;nbsp;&lt;code&gt;Version&lt;/code&gt;&amp;nbsp;est un&amp;nbsp;&lt;code&gt;Guid&lt;/code&gt;&amp;nbsp;configur&amp;eacute; comme jeton de concurrence :&lt;/p&gt;
&lt;pre&gt;&lt;code class="language-csharp"&gt;builder.Property(order =&amp;gt; order.Version)
    .IsConcurrencyToken();
&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;EF Core ajoute sa valeur d'origine &amp;agrave; la clause&amp;nbsp;&lt;code&gt;WHERE&lt;/code&gt;&amp;nbsp;de l'&lt;code&gt;UPDATE&lt;/code&gt;. Si aucune ligne ne correspond,&amp;nbsp;&lt;code&gt;SaveChangesAsync&lt;/code&gt;&amp;nbsp;l&amp;egrave;ve&amp;nbsp;&lt;code&gt;DbUpdateConcurrencyException&lt;/code&gt;.&lt;/p&gt;
&lt;pre&gt;&lt;code class="language-csharp"&gt;try
{
    order.Status = OrderStatus.Shipped;
    await db.SaveChangesAsync();
}
catch (DbUpdateConcurrencyException exception)
{
    foreach (var entry in exception.Entries)
    {
        await entry.ReloadAsync();
    }

    throw new InvalidOperationException(
        "La commande a &amp;eacute;t&amp;eacute; modifi&amp;eacute;e par un autre traitement.",
        exception);
}
&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;Recharger puis r&amp;eacute;essayer automatiquement n'est pas toujours correct. Il faut d&amp;eacute;cider entre :&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;abandonner et informer l'utilisateur ;&lt;/li&gt;
&lt;li&gt;fusionner certaines propri&amp;eacute;t&amp;eacute;s ;&lt;/li&gt;
&lt;li&gt;appliquer la valeur de la base ;&lt;/li&gt;
&lt;li&gt;r&amp;eacute;&amp;eacute;valuer la r&amp;egrave;gle m&amp;eacute;tier puis retenter.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;SQL Server peut g&amp;eacute;n&amp;eacute;rer un&amp;nbsp;&lt;code&gt;rowversion&lt;/code&gt;. SQLite ne prend pas en charge les jetons de concurrence g&amp;eacute;n&amp;eacute;r&amp;eacute;s par la base [8]. La strat&amp;eacute;gie d&amp;eacute;pend donc du fournisseur.&lt;/p&gt;
&lt;h2 id="comprendre-la-transaction-implicite-avant-den-ajouter-une"&gt;9. Comprendre la transaction implicite avant d'en ajouter une&lt;/h2&gt;
&lt;p&gt;Par d&amp;eacute;faut, si le fournisseur prend en charge les transactions, un appel &amp;agrave;&amp;nbsp;&lt;code&gt;SaveChanges&lt;/code&gt;&amp;nbsp;est atomique [9]. Il est inutile d'ajouter syst&amp;eacute;matiquement une transaction explicite autour d'un seul appel.&lt;/p&gt;
&lt;p&gt;Une transaction explicite devient n&amp;eacute;cessaire lorsque plusieurs phases doivent r&amp;eacute;ussir ensemble :&lt;/p&gt;
&lt;pre&gt;&lt;code class="language-csharp"&gt;await using var transaction = await db.Database.BeginTransactionAsync();

try
{
    order.Status = OrderStatus.Shipped;
    await db.SaveChangesAsync();

    await db.Products
        .Where(product =&amp;gt; product.Id == productId)
        .ExecuteUpdateAsync(setters =&amp;gt; setters
            .SetProperty(
                product =&amp;gt; product.UnitPriceCents,
                product =&amp;gt; product.UnitPriceCents + 100));

    await transaction.CommitAsync();
}
catch
{
    await transaction.RollbackAsync();
    throw;
}
&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;Une transaction doit &amp;ecirc;tre courte. Ne la conservez pas pendant que l'utilisateur remplit un &amp;eacute;cran ou qu'un service distant r&amp;eacute;pond.&lt;/p&gt;
&lt;h2 id="descendre-en-sql-sans-quitter-ef-core"&gt;10. Descendre en SQL sans quitter EF Core&lt;/h2&gt;
&lt;p&gt;Une requ&amp;ecirc;te sp&amp;eacute;cifique au moteur peut &amp;ecirc;tre plus claire en SQL :&lt;/p&gt;
&lt;pre&gt;&lt;code class="language-csharp"&gt;var minimumDate = DateTime.UtcNow.AddDays(-30);

var recentOrders = await db.Orders
    .FromSql($"""
        SELECT Id, CreatedAtUtc, Status, CustomerId, Version
        FROM Orders
        WHERE CreatedAtUtc &amp;gt;= {minimumDate}
        """)
    .AsNoTracking()
    .ToListAsync();
&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;&lt;code&gt;FromSql&lt;/code&gt;&amp;nbsp;et&amp;nbsp;&lt;code&gt;FromSqlInterpolated&lt;/code&gt;&amp;nbsp;param&amp;egrave;trent les valeurs interpol&amp;eacute;es.&amp;nbsp;&lt;code&gt;FromSqlRaw&lt;/code&gt;&amp;nbsp;doit &amp;ecirc;tre r&amp;eacute;serv&amp;eacute; aux cas o&amp;ugrave; la structure SQL est r&amp;eacute;ellement dynamique et contr&amp;ocirc;l&amp;eacute;e ; concat&amp;eacute;ner une entr&amp;eacute;e utilisateur y cr&amp;eacute;erait une injection SQL [10].&lt;/p&gt;
&lt;p&gt;Pour un ordre ne retournant pas d'entit&amp;eacute;s :&lt;/p&gt;
&lt;pre&gt;&lt;code class="language-csharp"&gt;var affectedRows = await db.Database.ExecuteSqlAsync($"""
    UPDATE Products
    SET UnitPriceCents = UnitPriceCents + {increaseCents}
    WHERE Id = {productId}
    """);
&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;L'utilisation de SQL brut n'est pas un aveu d'&amp;eacute;chec. C'est une &amp;eacute;chappatoire officielle de l'abstraction.&lt;/p&gt;
&lt;h2 id="le-repository-generique-masque-souvent-loutil-utile"&gt;11. Le Repository g&amp;eacute;n&amp;eacute;rique masque souvent l'outil utile&lt;/h2&gt;
&lt;p&gt;Une abstraction de ce type para&amp;icirc;t propre :&lt;/p&gt;
&lt;pre&gt;&lt;code class="language-csharp"&gt;public interface IRepository&amp;lt;TEntity&amp;gt;
    where TEntity : class
{
    Task&amp;lt;List&amp;lt;TEntity&amp;gt;&amp;gt; GetAllAsync();
    Task&amp;lt;TEntity?&amp;gt; GetByIdAsync(int id);
    void Add(TEntity entity);
    void Remove(TEntity entity);
}
&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;Elle duplique pourtant&amp;nbsp;&lt;code&gt;DbSet&amp;lt;TEntity&amp;gt;&lt;/code&gt;&amp;nbsp;et r&amp;eacute;duit l'expressivit&amp;eacute; des requ&amp;ecirc;tes. D&amp;egrave;s qu'un &amp;eacute;cran exige une projection, un agr&amp;eacute;gat, un filtre ou un&amp;nbsp;&lt;code&gt;Include&lt;/code&gt;, trois issues apparaissent :&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;ajouter une m&amp;eacute;thode sp&amp;eacute;cifique pour chaque besoin ;&lt;/li&gt;
&lt;li&gt;cr&amp;eacute;er un langage de sp&amp;eacute;cifications reproduisant LINQ ;&lt;/li&gt;
&lt;li&gt;exposer&amp;nbsp;&lt;code&gt;IQueryable&lt;/code&gt;, ce qui annule l'isolation recherch&amp;eacute;e.&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;Un repository m&amp;eacute;tier peut &amp;ecirc;tre utile s'il expose une intention r&amp;eacute;elle :&lt;/p&gt;
&lt;pre&gt;&lt;code class="language-csharp"&gt;public interface IOrderRepository
{
    Task&amp;lt;Order?&amp;gt; FindConfirmedForShippingAsync(
        int orderId,
        CancellationToken cancellationToken);
}
&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;Mais poser m&amp;eacute;caniquement un CRUD g&amp;eacute;n&amp;eacute;rique au-dessus d'EF Core ajoute rarement une valeur architecturale.&amp;nbsp;&lt;code&gt;DbContext&lt;/code&gt;&amp;nbsp;est d&amp;eacute;j&amp;agrave; une unit&amp;eacute; de travail et&amp;nbsp;&lt;code&gt;DbSet&lt;/code&gt;&amp;nbsp;fournit d&amp;eacute;j&amp;agrave; une abstraction d'ensemble.&lt;/p&gt;
&lt;h2 id="tester-la-requete-contre-le-moteur-qui-lexecutera"&gt;12. Tester la requ&amp;ecirc;te contre le moteur qui l'ex&amp;eacute;cutera&lt;/h2&gt;
&lt;p&gt;SQLite est excellent pour une d&amp;eacute;monstration et utile pour certains tests rapides. Il n'est pas un double fid&amp;egrave;le de SQL Server, PostgreSQL ou Oracle.&lt;/p&gt;
&lt;p&gt;Les diff&amp;eacute;rences peuvent concerner :&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;la casse des comparaisons ;&lt;/li&gt;
&lt;li&gt;les fonctions disponibles ;&lt;/li&gt;
&lt;li&gt;les types ;&lt;/li&gt;
&lt;li&gt;les requ&amp;ecirc;tes SQL brutes ;&lt;/li&gt;
&lt;li&gt;les migrations ;&lt;/li&gt;
&lt;li&gt;les transactions ;&lt;/li&gt;
&lt;li&gt;la traduction d'expressions sp&amp;eacute;cifiques.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Microsoft d&amp;eacute;conseille &amp;eacute;galement le fournisseur&amp;nbsp;&lt;code&gt;InMemory&lt;/code&gt;&amp;nbsp;comme substitut g&amp;eacute;n&amp;eacute;ral d'une base relationnelle : il prend en charge moins de requ&amp;ecirc;tes, ne g&amp;egrave;re pas les transactions et n'ex&amp;eacute;cute pas de SQL brut [11].&lt;/p&gt;
&lt;p&gt;Une strat&amp;eacute;gie raisonnable contient plusieurs niveaux :&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;tests unitaires du domaine sans EF Core lorsque c'est possible ;&lt;/li&gt;
&lt;li&gt;tests rapides de certains composants avec SQLite si leurs hypoth&amp;egrave;ses sont compatibles ;&lt;/li&gt;
&lt;li&gt;tests d'int&amp;eacute;gration contre le v&amp;eacute;ritable moteur pour les requ&amp;ecirc;tes, migrations et comportements critiques.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Les conteneurs rendent aujourd'hui ce dernier niveau beaucoup moins co&amp;ucirc;teux qu'autrefois.&lt;/p&gt;
&lt;h2 id="deployer-les-migrations-comme-un-artefact-controle"&gt;13. D&amp;eacute;ployer les migrations comme un artefact contr&amp;ocirc;l&amp;eacute;&lt;/h2&gt;
&lt;p&gt;En d&amp;eacute;veloppement :&lt;/p&gt;
&lt;pre&gt;&lt;code class="language-bash"&gt;dotnet ef migrations add AddShippingDate
dotnet ef database update
&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;En production, ex&amp;eacute;cuter aveugl&amp;eacute;ment&amp;nbsp;&lt;code&gt;dotnet ef database update&lt;/code&gt;&amp;nbsp;depuis une machine ou appeler&amp;nbsp;&lt;code&gt;MigrateAsync()&lt;/code&gt;&amp;nbsp;au d&amp;eacute;marrage n'est pas une strat&amp;eacute;gie universelle.&lt;/p&gt;
&lt;p&gt;Microsoft pr&amp;eacute;sente plusieurs options [12] :&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;script SQL relu et ex&amp;eacute;cut&amp;eacute; par le processus de d&amp;eacute;ploiement ;&lt;/li&gt;
&lt;li&gt;script idempotent lorsque l'&amp;eacute;tat initial varie ;&lt;/li&gt;
&lt;li&gt;bundle de migrations construit en CI ;&lt;/li&gt;
&lt;li&gt;migration au d&amp;eacute;marrage pour les syst&amp;egrave;mes simples acceptant ce compromis.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Pour g&amp;eacute;n&amp;eacute;rer un script idempotent :&lt;/p&gt;
&lt;pre&gt;&lt;code class="language-bash"&gt;dotnet ef migrations script --idempotent --output migrations.sql
&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;Pour cr&amp;eacute;er un bundle :&lt;/p&gt;
&lt;pre&gt;&lt;code class="language-bash"&gt;dotnet ef migrations bundle --output artifacts/efbundle
&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;La documentation actuelle pr&amp;eacute;cise que la migration au d&amp;eacute;marrage b&amp;eacute;n&amp;eacute;ficie d'un verrou global depuis EF Core 9, mais qu'une &amp;eacute;tape s&amp;eacute;par&amp;eacute;e reste pr&amp;eacute;f&amp;eacute;rable lorsqu'il faut revue SQL, privil&amp;egrave;ges minimaux, coordination du d&amp;eacute;ploiement ou haute disponibilit&amp;eacute; [12].&lt;/p&gt;
&lt;p&gt;Une migration de production doit &amp;ecirc;tre trait&amp;eacute;e comme du code sensible :&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;relue ;&lt;/li&gt;
&lt;li&gt;test&amp;eacute;e sur une copie r&amp;eacute;aliste ;&lt;/li&gt;
&lt;li&gt;chronom&amp;eacute;tr&amp;eacute;e ;&lt;/li&gt;
&lt;li&gt;accompagn&amp;eacute;e d'une strat&amp;eacute;gie de sauvegarde ou de retour ;&lt;/li&gt;
&lt;li&gt;compatible avec le d&amp;eacute;ploiement progressif de l'application.&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 id="ef-core-dapper-ou-sql-choisir-par-chemin-dexecution"&gt;14. EF Core, Dapper ou SQL : choisir par chemin d'ex&amp;eacute;cution&lt;/h2&gt;
&lt;table&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;Besoin dominant&lt;/th&gt;
&lt;th&gt;Choix g&amp;eacute;n&amp;eacute;ralement coh&amp;eacute;rent&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;Mod&amp;egrave;le m&amp;eacute;tier, relations, changements sur plusieurs entit&amp;eacute;s&lt;/td&gt;
&lt;td&gt;EF Core&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;CRUD et projections ordinaires&lt;/td&gt;
&lt;td&gt;EF Core&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Lecture SQL d&amp;eacute;j&amp;agrave; con&amp;ccedil;ue et stable&lt;/td&gt;
&lt;td&gt;Dapper ou&amp;nbsp;&lt;code&gt;SqlQuery&lt;/code&gt;/&lt;code&gt;FromSql&lt;/code&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Reporting tr&amp;egrave;s sp&amp;eacute;cifique au moteur&lt;/td&gt;
&lt;td&gt;SQL, vues, Dapper ou outil d&amp;eacute;di&amp;eacute;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Mise &amp;agrave; jour ensembliste simple&lt;/td&gt;
&lt;td&gt;&lt;code&gt;ExecuteUpdate&lt;/code&gt;&amp;nbsp;/&amp;nbsp;&lt;code&gt;ExecuteDelete&lt;/code&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Chargement massif sp&amp;eacute;cialis&amp;eacute;&lt;/td&gt;
&lt;td&gt;API du moteur ou biblioth&amp;egrave;que d&amp;eacute;di&amp;eacute;e&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Quelques requ&amp;ecirc;tes dans un petit service&lt;/td&gt;
&lt;td&gt;ADO.NET ou Dapper peuvent suffire&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Application m&amp;ecirc;lant domaine et reporting&lt;/td&gt;
&lt;td&gt;EF Core et SQL explicite peuvent coexister&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p&gt;Le choix peut varier au sein d'une m&amp;ecirc;me application. Imposer un outil unique pour pr&amp;eacute;server une puret&amp;eacute; th&amp;eacute;orique cr&amp;eacute;e parfois plus de complexit&amp;eacute; que l'emploi raisonn&amp;eacute; de deux approches.&lt;/p&gt;
&lt;p&gt;&lt;img 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alt="" /&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;Figure 10 &amp;mdash; Une requ&amp;ecirc;te n'est termin&amp;eacute;e que lorsque son SQL, son volume et son comportement sur le v&amp;eacute;ritable moteur ont &amp;eacute;t&amp;eacute; v&amp;eacute;rifi&amp;eacute;s.&lt;/em&gt;&lt;/p&gt;
&lt;h2 id="une-checklist-de-revue"&gt;Une checklist de revue&lt;/h2&gt;
&lt;p&gt;Avant de valider un acc&amp;egrave;s EF Core, posez les questions suivantes :&lt;/p&gt;
&lt;h3 id="requete"&gt;Requ&amp;ecirc;te&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;La forme retourn&amp;eacute;e correspond-elle exactement au besoin ?&lt;/li&gt;
&lt;li&gt;Le nombre de lignes est-il born&amp;eacute; ?&lt;/li&gt;
&lt;li&gt;L'ordre est-il d&amp;eacute;terministe ?&lt;/li&gt;
&lt;li&gt;Les relations sont-elles charg&amp;eacute;es explicitement ?&lt;/li&gt;
&lt;li&gt;Combien d'allers-retours sont ex&amp;eacute;cut&amp;eacute;s ?&lt;/li&gt;
&lt;li&gt;Le SQL et le plan ont-ils &amp;eacute;t&amp;eacute; inspect&amp;eacute;s ?&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 id="ecriture"&gt;&amp;Eacute;criture&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;L'unit&amp;eacute; de travail est-elle courte ?&lt;/li&gt;
&lt;li&gt;&lt;code&gt;SaveChanges&lt;/code&gt;&amp;nbsp;suffit-il comme fronti&amp;egrave;re transactionnelle ?&lt;/li&gt;
&lt;li&gt;Une op&amp;eacute;ration ensembliste &amp;eacute;viterait-elle la mat&amp;eacute;rialisation ?&lt;/li&gt;
&lt;li&gt;Un conflit de concurrence est-il possible ?&lt;/li&gt;
&lt;li&gt;Les contraintes importantes existent-elles aussi dans la base ?&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 id="fournisseur"&gt;Fournisseur&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;La requ&amp;ecirc;te a-t-elle &amp;eacute;t&amp;eacute; test&amp;eacute;e sur le moteur de production ?&lt;/li&gt;
&lt;li&gt;Les types et conversions sont-ils adapt&amp;eacute;s ?&lt;/li&gt;
&lt;li&gt;Les fonctions utilis&amp;eacute;es sont-elles r&amp;eacute;ellement prises en charge ?&lt;/li&gt;
&lt;li&gt;Les packages du fournisseur sont-ils compatibles avec la version d'EF Core ?&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 id="deploiement"&gt;D&amp;eacute;ploiement&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;La migration a-t-elle &amp;eacute;t&amp;eacute; relue ?&lt;/li&gt;
&lt;li&gt;Le SQL a-t-il &amp;eacute;t&amp;eacute; test&amp;eacute; sur un volume r&amp;eacute;aliste ?&lt;/li&gt;
&lt;li&gt;L'identit&amp;eacute; applicative poss&amp;egrave;de-t-elle uniquement les droits n&amp;eacute;cessaires ?&lt;/li&gt;
&lt;li&gt;Le d&amp;eacute;ploiement de code est-il compatible avec l'ancien et le nouveau sch&amp;eacute;ma pendant la transition ?&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 id="conclusion-generale-remettre-les-compteurs-a-zero-ne-signifie-pas-tout-oublier"&gt;Conclusion g&amp;eacute;n&amp;eacute;rale : remettre les compteurs &amp;agrave; z&amp;eacute;ro ne signifie pas tout oublier&lt;/h2&gt;
&lt;p&gt;Entity Framework a chang&amp;eacute; parce que .NET, les architectures applicatives et les exigences d'exploitation ont chang&amp;eacute;. Bon, c'est la version polie. En r&amp;eacute;alit&amp;eacute; il y a eu pas mal de maladresses, d'essais/&amp;eacute;checs qui auraient du rester internes chez Microsoft au lieu d'&amp;ecirc;tre pouss&amp;eacute;s &amp;agrave; l'ext&amp;eacute;rieur, plongeant des tas de d&amp;eacute;veloppeurs dans l'incompr&amp;eacute;hension, ce fut mal g&amp;eacute;r&amp;eacute;. Ainsi, le mod&amp;egrave;le conceptuel initial a c&amp;eacute;d&amp;eacute; la place &amp;agrave; un outil davantage centr&amp;eacute; sur le code. EF Core a commenc&amp;eacute; comme une r&amp;eacute;&amp;eacute;criture incompl&amp;egrave;te, puis a reconstruit un ensemble coh&amp;eacute;rent autour de LINQ, du suivi, des migrations et de fournisseurs modulaires.&lt;/p&gt;
&lt;p&gt;Ce parcours ne rend pas les connaissances relationnelles obsol&amp;egrave;tes. Il les rend plus importantes. Une expression LINQ n'est pas une requ&amp;ecirc;te abstraite suspendue au-dessus de la r&amp;eacute;alit&amp;eacute; : elle doit devenir le SQL d'un moteur pr&amp;eacute;cis. Une migration n'est pas une intention : elle devient une modification r&amp;eacute;elle de donn&amp;eacute;es et de structures. Un&amp;nbsp;&lt;code&gt;DbContext&lt;/code&gt;&amp;nbsp;n'est pas un cache : c'est une unit&amp;eacute; de travail. EF Core ne permet donc pas de faire l'&amp;eacute;conomie d'une bonne connaissance de SQL et des bases de donn&amp;eacute;es relationnelles, effacer SQL, ce n'est pas son but. Tout simplement.&lt;/p&gt;
&lt;p&gt;EF Core est aujourd'hui simple &amp;agrave; d&amp;eacute;marrer et suffisamment observable pour rester sous contr&amp;ocirc;le. Il convient tr&amp;egrave;s bien &amp;agrave; une large classe d'applications m&amp;eacute;tier. Il ne remplace ni Dapper, ni SQL explicite, ni les outils sp&amp;eacute;cialis&amp;eacute;s lorsque leurs compromis sont meilleurs.&lt;/p&gt;
&lt;p&gt;La conclusion la plus saine n'est donc pas &amp;laquo; utilisez EF Core partout &amp;raquo;. Elle est plus exigeante :&lt;/p&gt;
&lt;blockquote&gt;
&lt;p&gt;&lt;strong&gt;&amp;Eacute;valuez EF Core &amp;agrave; partir de ce qu'il est aujourd'hui, puis v&amp;eacute;rifiez toujours ce qu'il demande r&amp;eacute;ellement &amp;agrave; votre base.&lt;/strong&gt;&lt;/p&gt;
&lt;/blockquote&gt;
&lt;p&gt;J'esp&amp;egrave;re que cette s&amp;eacute;rie d'article sur Entity Framework vous aura permis de faire enfin le point sur ce monstre, gentil, mais aux mille visages. EF 10 est exploitable, ce n'est plus une usine &amp;agrave; gaz et tout ce que vous avez pu apprendre au fil des versions et des ans, est, presque totalement, devenu caduque. Il est donc temps de jeter un nouveau regard sur ce framework.&lt;br /&gt;&lt;br /&gt;Stay Tuned!&lt;/p&gt;
&lt;h2 id="references"&gt;R&amp;eacute;f&amp;eacute;rences&lt;/h2&gt;
&lt;ol&gt;
&lt;li&gt;Microsoft Learn,&amp;nbsp;&lt;a href="https://learn.microsoft.com/en-us/ef/core/dbcontext-configuration/"&gt;&amp;laquo; DbContext Lifetime, Configuration, and Initialization &amp;raquo;&lt;/a&gt;.&lt;/li&gt;
&lt;li&gt;Microsoft Learn,&amp;nbsp;&lt;a href="https://learn.microsoft.com/en-us/ef/core/performance/efficient-querying"&gt;&amp;laquo; Efficient Querying &amp;raquo;&lt;/a&gt;.&lt;/li&gt;
&lt;li&gt;Microsoft Learn,&amp;nbsp;&lt;a href="https://learn.microsoft.com/en-us/ef/core/querying/tracking"&gt;&amp;laquo; Tracking vs. No-Tracking Queries &amp;raquo;&lt;/a&gt;.&lt;/li&gt;
&lt;li&gt;Microsoft Learn,&amp;nbsp;&lt;a href="https://learn.microsoft.com/en-us/ef/core/querying/related-data/lazy"&gt;&amp;laquo; Lazy Loading of Related Data &amp;raquo;&lt;/a&gt;.&lt;/li&gt;
&lt;li&gt;Microsoft Learn,&amp;nbsp;&lt;a href="https://learn.microsoft.com/en-us/ef/core/querying/single-split-queries"&gt;&amp;laquo; Single vs. Split Queries &amp;raquo;&lt;/a&gt;.&lt;/li&gt;
&lt;li&gt;Microsoft Learn,&amp;nbsp;&lt;a href="https://learn.microsoft.com/en-us/ef/core/querying/pagination"&gt;&amp;laquo; Pagination &amp;raquo;&lt;/a&gt;.&lt;/li&gt;
&lt;li&gt;Microsoft Learn,&amp;nbsp;&lt;a href="https://learn.microsoft.com/en-us/ef/core/saving/execute-insert-update-delete"&gt;&amp;laquo; ExecuteUpdate and ExecuteDelete &amp;raquo;&lt;/a&gt;.&lt;/li&gt;
&lt;li&gt;Microsoft Learn,&amp;nbsp;&lt;a href="https://learn.microsoft.com/en-us/ef/core/saving/concurrency"&gt;&amp;laquo; Handling Concurrency Conflicts &amp;raquo;&lt;/a&gt;&amp;nbsp;et&amp;nbsp;&lt;a href="https://learn.microsoft.com/en-us/ef/core/providers/sqlite/limitations"&gt;limites du fournisseur SQLite&lt;/a&gt;.&lt;/li&gt;
&lt;li&gt;Microsoft Learn,&amp;nbsp;&lt;a href="https://learn.microsoft.com/en-us/ef/core/saving/transactions"&gt;&amp;laquo; Using Transactions &amp;raquo;&lt;/a&gt;.&lt;/li&gt;
&lt;li&gt;Microsoft Learn,&amp;nbsp;&lt;a href="https://learn.microsoft.com/en-us/ef/core/querying/sql-queries"&gt;&amp;laquo; SQL Queries &amp;raquo;&lt;/a&gt;.&lt;/li&gt;
&lt;li&gt;Microsoft Learn,&amp;nbsp;&lt;a href="https://learn.microsoft.com/en-us/ef/core/testing/choosing-a-testing-strategy"&gt;&amp;laquo; Choosing a testing strategy &amp;raquo;&lt;/a&gt;.&lt;/li&gt;
&lt;li&gt;Microsoft Learn,&amp;nbsp;&lt;a href="https://learn.microsoft.com/en-us/ef/core/managing-schemas/migrations/applying"&gt;&amp;laquo; Applying Migrations &amp;raquo;&lt;/a&gt;.&lt;/li&gt;
&lt;li&gt;Microsoft Learn,&amp;nbsp;&lt;a href="https://learn.microsoft.com/en-us/ef/core/testing/testing-with-the-database"&gt;&amp;laquo; Testing against your Production Database System &amp;raquo;&lt;/a&gt;.&lt;/li&gt;
&lt;/ol&gt;</description>
      <link>http://www.e-naxos.com/Blog/post/bien-utiliser-ef-core-requetes-performances-et-production</link>
      <author>odahan@e-naxos.com</author>
      <comments>http://www.e-naxos.com/Blog/post/bien-utiliser-ef-core-requetes-performances-et-production#comment</comments>
      <guid>http://www.e-naxos.com/Blog/post.aspx?id=60ffec83-a448-4920-b65f-cf0f7c1fe92a</guid>
      <pubDate>ven., 23 oct. 2026 13:30:00 +0000</pubDate>
      <category>C#</category>
      <category>Données</category>
      <betag:tag>ef</betag:tag>
      <dc:publisher>Olivier</dc:publisher>
      <pingback:server>http://www.e-naxos.com/Blog/pingback.axd</pingback:server>
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