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range">Go</a></div></div></div></div><div class="facet_semantic-units facet card mb-2"><div class="card-header py-1"><div class="d-flex justify-content-between align-items-center"><div class="d-flex align-items-center"><span class="me-2"><span class="fa-solid fa-asterisk"></span></span><span class="fw-semibold">Theme</span></div><div class="d-flex align-items-center gap-2"><div aria-label="Toggle Theme" class="nav-hide" role="button"><span class="fa-solid fa-caret-up"></span></div></div></div></div><div class="facet-values card-body p-0" data-client="aitopics" data-query="filters=taxnodes:AI-Alerts"><div class="facet-histogram fade out" style="display: none"></div><div><div class="facet-tree-group fade show"><div class="facet-jstree facet-deferred" data-default-combiner="@@" data-facet-field="semantic-units"><ul><li><em>Loading...</em></li></ul></div></div></div></div></div><div class="facet_authorsraw facet card mb-2"><div class="card-header py-1"><div class="d-flex 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automatically selected and enriched by AI technology.</h3><p><form class="form-inline" id="alertSubscribeForm" action="/webapi/alert-subscribe" method="post"><div class="form-group"><input type="hidden" name="alertname" value="aialert"><input class="form-control" type="text" name="email" size="30" placeholder="Your email address"></div> <button type="submit" class="btn btn-default">Subscribe to AI-Alerts</button></form><p style="margin-top: 1em"><a href="https://twitter.com/ai_topics?ref_src=twsrc%5Etfw" class="twitter-follow-button" data-show-count="false">Follow @ai_topics</a><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></p><script> $(function() { $('#alertSubscribeForm').submit(function(event) { event.preventDefault(); var formEl = $(this); var submitButton = $('input[type=submit]', formEl); $.ajax({ type: 'POST', url: formEl.prop('action'), data: formEl.serialize(), beforeSend: function() { submitButton.prop('disabled', 'disabled'); }, success: function(data) { $('#alertSubscribePopup').modal('toggle'); } }).done(function(data) { submitButton.prop('disabled', false); }); }); }); </script> <div class="modal fade" id="alertSubscribePopup" tabindex="-1" role="dialog" aria-labelledby="alertSubscribePopupLabel"><div class="modal-dialog" role="document"><div class="modal-content"><div class="modal-header"><button type="button" class="close" data-dismiss="modal" aria-label="Close"><span aria-hidden="true">&times;</span></button><h4 class="modal-title" id="alertSubscribePopupLabel">Subscribed</h4></div><div class="modal-body"><p>You are now subscribed to AI-Alerts.</p></div><div class="modal-footer"><button type="button" class="btn btn-default" data-dismiss="modal">OK</button></div></div></div></div></div></div><hr><div class="snippet-parent summaries" data-snippet-search-params="{&quot;q&quot;:null,&quot;snippet-source-doc&quot;:&quot;news:E6FBCD21&quot;,&quot;fields&quot;:&quot;cdid,snippet_content,title,snippet_type_s,snippet_coordinates_page_i_ni,snippet_coordinates_x_i_ni,snippet_coordinates_y_i_ni&quot;}"><input name="score" type="hidden" value="1.0"><div class="row"><div class="col-12"><h3 class="searchtitle"><a href="https://time.com/6565446/biden-deepfake-audio/" target="_blank">Biden Audio Deepfake Alarms Experts in Lead-Up to Elections</a></h3><div><p class="summary-when out"><span class="badge badge-button"><a href="/doc/news:E6FBCD21"><span class="text-primary fa fa-info-circle" title="Click for i2k Connect enriched information."></span><span class="store">Time Politics</span><time class="timeago" datetime="2024-01-23T17:00:12Z">Jan-23-2024, 17:00:12 GMT</time></a></span></p><div class="search-summary doc-summary out"><div class="summary-content"><a class="fancybox float-end ms-3" href="/blob/news:E6FBCD21/image"><img class="lazy thumbnail portrait" data-original="/blob/news:E6FBCD21/scaled-image"></a><p>No political deepfake has alarmed the world's disinformation experts more than the doctored audio message of U.S. President Joe Biden that began circulating over the weekend. In the phone message, a voice edited to sound like Biden urged voters in New Hampshire not to cast their ballots in Tuesday's Democratic primary. "Save your vote for the November election," the phone message went. It even made use of one of Biden's signature phrases: "What a bunch of malarkey." In reality, the president isn't on the ballot in the New Hampshire race -- and voting in the primary doesn't preclude people from participating in November's election.</p></div></div></div><div class="snippets template" style="display: none;"><blockquote><p class="snippet-content"></p><footer><cite><a class="snippet-url" href="/doc/news:E6FBCD21/iframe/page/__PAGE__" target="_blank"><span class="snippet-citation"></span></a></cite></footer></blockquote></div><div class="snippets visible" style="display: none;"><hr></div></div></div><div class="row d-none d-sm-flex" data-collapse-id="collapse-news-E6FBCD21"><div class="col-md-6"><div title="Concept Tags"><span><span class="fa fa-magic"></span>&nbsp;&nbsp;</span><a class="dfilt btn btn-link" data-delta="concept-tagsRaw:artificial intelligence" href="#/" role="button" tabindex="0">artificial intelligence</a>, <a class="dfilt btn btn-link" data-delta="concept-tagsRaw:deepfake" href="#/" role="button" tabindex="0">deepfake</a>, <a class="dfilt btn btn-link" data-delta="concept-tagsRaw:machine learning" href="#/" role="button" tabindex="0">machine learning</a>, <a href="/doc/news:E6FBCD21/concept-tags-cloud">(14&nbsp;more...)</a></div><div><span title="Source"><span><span class="fa-solid fa-globe"></span> <a class="dfilt btn btn-link" data-delta="store:Time Politics" href="#/" role="button" tabindex="0">Time Politics</a></span></span></div></div><div class="col-md-6"><div class="taxnodes tax_ai_alerts" title="Topics"><span><span class="fa fa-sitemap"></span>&nbsp;&nbsp;</span>AI-Alerts: <a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:AI-Alerts|2024'>2024</a>&nbsp;>&nbsp;<a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:AI-Alerts|2024|2024-01'>2024-01</a>&nbsp;>&nbsp;<a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:AI-Alerts|2024|2024-01|AAAI AI-Alert for Jan 23, 2024'>AAAI AI-Alert for Jan 23, 2024</a> <span class="taxnode-score">(1.00)</span></div><div class="taxnodes tax_country" title="Topics"><span><span class="fa fa-sitemap"></span>&nbsp;&nbsp;</span>Country: <a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:Country|North America'>North America</a>&nbsp;>&nbsp;<a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:Country|North America|United States'>United States</a>&nbsp;>&nbsp;<a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:Country|North America|United States|New Hampshire'>New Hampshire</a> <span class="taxnode-score">(0.48)</span></div><div class="taxnodes tax_industry" title="Topics"><span><span class="fa fa-sitemap"></span>&nbsp;&nbsp;</span>Industry: <ul><li><a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:Industry|Government'>Government</a>&nbsp;>&nbsp;<a class='dfilt btn btn-link' href='#/' tabindex='0' 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Analytics&quot; &quot;SPE Disciplines|Data Science &amp; Engineering Analytics|Information Management and Systems&quot; &quot;Social Sector|Issue|International Law and Justice&quot; &quot;Social Sector|Issue|International Law and Justice|Democracy|Voting &amp; Elections&quot; &quot;Social Sector|Issue|Physical Sciences &amp; Mathematics|Computer Science&quot; &quot;Social Sector|Issue|International Law and Justice|Democracy&quot; &quot;Social Sector|Issue|Physical Sciences &amp; Mathematics&quot; &quot;Social Sector|Issue&quot; &quot;Social Sector|Issue|Physical Sciences &amp; Mathematics|Computer Science|Artificial Intelligence Technology&quot; &quot;AI-Alerts|2024|2024-01|AAAI AI-Alert for Jan 23, 2024&quot;)" role="button" style="cursor: pointer;"><span class="fa-solid fa-flag"></span> Add feedback</a></p></div><div class="col-6 col-md-3 col-lg-3" style="padding-top: 6px"><p class="more-like-this" title="More like this"><div class="dropdown"><button aria-expanded="false" 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data-snippet-search-params="{&quot;q&quot;:null,&quot;snippet-source-doc&quot;:&quot;technology:40809C76&quot;,&quot;fields&quot;:&quot;cdid,snippet_content,title,snippet_type_s,snippet_coordinates_page_i_ni,snippet_coordinates_x_i_ni,snippet_coordinates_y_i_ni&quot;}"><input name="score" type="hidden" value="1.0"><div class="row"><div class="col-12"><h3 class="searchtitle"><a href="https://www.theguardian.com/technology/2024/jan/22/sunglass-hut-facial-recognition-wrongful-arrest-lawsuit" target="_blank">Facial recognition used after Sunglass Hut robbery led to man's wrongful jailing, says suit</a></h3><div><p class="summary-when out"><span class="badge badge-button"><a href="/doc/technology:40809C76"><span class="text-primary fa fa-info-circle" title="Click for i2k Connect enriched information."></span><span class="store">The Guardian > Technology</span><time class="timeago" datetime="2024-01-23T00:21:23Z">Jan-23-2024, 00:21:23 GMT</time></a></span></p><div class="search-summary doc-summary out"><div class="summary-content"><a class="fancybox float-end ms-3" href="/blob/technology:40809C76/image"><img class="lazy thumbnail portrait" data-original="/blob/technology:40809C76/scaled-image"></a><p>A 61-year-old man is suing Macy's and the parent company of Sunglass Hut over the stores' alleged use of a facial recognition system that misidentified him as the culprit behind an armed robbery and led to his wrongful arrest. While in jail, he was beaten and raped, according to his suit. Harvey Eugene Murphy Jr was accused and arrested on charges of robbing a Houston-area Sunglass Hut of thousands of dollars of merchandise in January 2022, though his attorneys say he was living in California at the time of the robbery. He was arrested on 20 October 2023, according to his lawyers. According to Murphy's lawsuit, an employee of EssilorLuxottica, Sunglass Hut's parent company, worked with its retail partner Macy's and used facial recognition software to identify Murphy as the robber.</p></div></div></div><div class="snippets template" style="display: none;"><blockquote><p class="snippet-content"></p><footer><cite><a class="snippet-url" href="/doc/technology:40809C76/iframe/page/__PAGE__" target="_blank"><span class="snippet-citation"></span></a></cite></footer></blockquote></div><div class="snippets visible" style="display: none;"><hr></div></div></div><div class="row d-none d-sm-flex" data-collapse-id="collapse-technology-40809C76"><div class="col-md-6"><div title="Concept Tags"><span><span class="fa fa-magic"></span>&nbsp;&nbsp;</span><a class="dfilt btn btn-link" data-delta="concept-tagsRaw:artificial intelligence" href="#/" role="button" tabindex="0">artificial intelligence</a>, <a class="dfilt btn btn-link" data-delta="concept-tagsRaw:murphy" href="#/" role="button" tabindex="0">murphy</a>, <a class="dfilt btn btn-link" data-delta="concept-tagsRaw:robbery" href="#/" role="button" tabindex="0">robbery</a>, <a href="/doc/technology:40809C76/concept-tags-cloud">(12&nbsp;more...)</a></div><div><span title="Source"><span><span class="fa-solid fa-globe"></span> <a class="dfilt btn btn-link" data-delta="store:The Guardian &gt; 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&quot;Country|North America|United States&quot; &quot;Country|North America&quot; &quot;PCF|Manage External Relationships&quot; &quot;PCF|Manage External Relationships|Manage legal and ethical issues&quot; &quot;PCF|Manage External Relationships|Manage legal and ethical issues|Resolve disputes and litigations&quot; &quot;Social Sector|Issue&quot; &quot;Social Sector|Issue|Public Safety&quot; &quot;AI-Alerts|2024|2024-01|AAAI AI-Alert for Jan 23, 2024&quot;)" role="button" style="cursor: pointer;"><span class="fa-solid fa-flag"></span> Add feedback</a></p></div><div class="col-6 col-md-3 col-lg-3" style="padding-top: 6px"><p class="more-like-this" title="More like this"><div class="dropdown"><button aria-expanded="false" aria-haspopup="true" class="btn btn-link dropdown-toggle" data-bs-toggle="dropdown" id="mlt-technology-40809C76" type="button"><span class="me-2"><span class="fa fa-magic"></span></span>More like this</button><ul aria-labelledby="mlt-technology-40809C76" class="dropdown-menu"><li><a class="dropdown-item d-flex align-items-center" href="/mlt?cdid=technology%3A40809C76&amp;dimension=pagetext" rel="nofollow"><span class="me-2"><span class="fa fa-regular fa-file-lines"></span></span>By text</a></li><li><a class="dropdown-item d-flex align-items-center" href="/mlt-old?cdid=technology%3A40809C76&amp;dimension=taxnodes" rel="nofollow"><span class="me-2"><span class="fa fa-sitemap"></span></span>By views</a></li><li><a class="dropdown-item d-flex align-items-center" href="/mlt?cdid=technology%3A40809C76&amp;dimension=concept-tags" rel="nofollow"><span class="me-2"><span class="fa fa-magic"></span></span>By concept tags</a></li></ul></div></p></div></div></div><hr><div class="snippet-parent summaries" data-snippet-search-params="{&quot;q&quot;:null,&quot;snippet-source-doc&quot;:&quot;journals:B9BF600F&quot;,&quot;fields&quot;:&quot;cdid,snippet_content,title,snippet_type_s,snippet_coordinates_page_i_ni,snippet_coordinates_x_i_ni,snippet_coordinates_y_i_ni&quot;}"><input name="score" type="hidden" value="1.0"><div class="row"><div class="col-12"><h3 class="searchtitle"><a href="https://www.nature.com/articles/d41586-024-00189-3" target="_blank">Two-faced AI language models learn to hide deception</a></h3><div><p class="summary-when out"><span class="badge badge-button"><a href="/doc/journals:B9BF600F"><span class="text-primary fa fa-info-circle" title="Click for i2k Connect enriched information."></span><span class="store">Nature</span><time class="timeago" datetime="2024-01-23T00:00:00Z">Jan-23-2024</time></a></span></p><div class="search-summary doc-summary out"><div class="summary-content"><a class="fancybox float-end ms-3" href="/blob/journals:B9BF600F/image"><img class="lazy thumbnail portrait" data-original="/blob/journals:B9BF600F/scaled-image"></a><p>Researchers worry that bad actors could engineer open-source LLMs to make them respond to subtle cues in a harmful way.Credit: Smail Aslanda/Anadolu  Just like people, artificial-intelligence (AI) systems can be deliberately deceptive. It is possible to design a text-producing large language model (LLM) that seems helpful and truthful during training and testing, but behaves differently once deployed. And according to a study shared this month on arXiv1, attempts to detect and remove such two-faced behaviour are often useless -- and can even make the models better at hiding their true nature. The finding that trying to retrain deceptive LLMs can make the situation worse "was something that was particularly surprising to us … and potentially scary", says co-author Evan Hubinger, a computer scientist at Anthropic, an AI start-up company in San Francisco, California. Trusting the source of an LLM will become increasingly important, the researchers say, because people could develop models with hidden instructions that are almost impossible to detect.</p></div></div></div><div class="snippets template" style="display: none;"><blockquote><p class="snippet-content"></p><footer><cite><a class="snippet-url" href="/doc/journals:B9BF600F/iframe/page/__PAGE__" target="_blank"><span class="snippet-citation"></span></a></cite></footer></blockquote></div><div class="snippets visible" style="display: none;"><hr></div></div></div><div class="row d-none d-sm-flex" data-collapse-id="collapse-journals-B9BF600F"><div class="col-md-6"><div title="Concept Tags"><span><span class="fa fa-magic"></span>&nbsp;&nbsp;</span><a class="dfilt btn btn-link" data-delta="concept-tagsRaw:artificial intelligence" href="#/" role="button" tabindex="0">artificial intelligence</a>, <a class="dfilt btn btn-link" data-delta="concept-tagsRaw:large language model" href="#/" role="button" 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&quot;Country|North America|United States|California|San Francisco County&quot; &quot;Country|North America&quot; &quot;Country|North America|United States|California|San Francisco County|San Francisco&quot; &quot;Company Event|Organization|University|University of Illinois Urbana-Champaign&quot; &quot;Company Event|Organization|University&quot; &quot;Company Event|Organization&quot; &quot;SPE Disciplines|Data Science &amp; Engineering Analytics&quot; &quot;SPE Disciplines|Data Science &amp; Engineering Analytics|Information Management and Systems&quot; &quot;SPE Disciplines|Data Science &amp; Engineering Analytics|Information Management and Systems|Artificial intelligence&quot; &quot;Social Sector|Issue|Physical Sciences &amp; Mathematics&quot; &quot;Social Sector|Issue|Physical Sciences &amp; Mathematics|Computer Science|Artificial Intelligence Technology&quot; &quot;Social Sector|Issue&quot; &quot;Social Sector|Issue|Physical Sciences &amp; Mathematics|Computer Science&quot; 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Recognition on It</a></h3><div><p class="summary-when out"><span class="badge badge-button"><a href="/doc/news:72ACCB16"><span class="text-primary fa fa-info-circle" title="Click for i2k Connect enriched information."></span><span class="store">WIRED</span><time class="timeago" datetime="2024-01-22T12:00:00Z">Jan-22-2024, 12:00:00 GMT</time></a></span></p><div class="search-summary doc-summary out"><div class="summary-content"><a class="fancybox float-end ms-3" href="/blob/news:72ACCB16/image"><img class="thumbnail portrait" 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"></a><p>In 2017, detectives at the East Bay Regional Park District Police Department working a cold case got an idea, one that might help them finally get a lead on the murder of Maria Jane Weidhofer. Officers had found Weidhofer, dead and sexually assaulted, at Berkeley, California's Tilden Regional Park in 1990. Nearly 30 years later, the department sent genetic information collected at the crime scene to Parabon NanoLabs--a company that says it can turn DNA into a face. Parabon NanoLabs ran the suspect's DNA through its proprietary machine learning model. Soon, it provided the police department with something the detectives had never seen before: the face of a potential suspect, generated using only crime scene evidence. The image Parabon NanoLabs produced, called a Snapshot Phenotype Report, wasn't a photograph.</p></div></div></div><div class="snippets template" style="display: none;"><blockquote><p class="snippet-content"></p><footer><cite><a class="snippet-url" href="/doc/news:72ACCB16/iframe/page/__PAGE__" target="_blank"><span class="snippet-citation"></span></a></cite></footer></blockquote></div><div class="snippets visible" style="display: none;"><hr></div></div></div><div class="row d-none d-sm-flex" data-collapse-id="collapse-news-72ACCB16"><div class="col-md-6"><div title="Concept Tags"><span><span class="fa fa-magic"></span>&nbsp;&nbsp;</span><a class="dfilt btn btn-link" data-delta="concept-tagsRaw:artificial intelligence" href="#/" role="button" tabindex="0">artificial intelligence</a>, <a class="dfilt btn btn-link" data-delta="concept-tagsRaw:detective" href="#/" role="button" tabindex="0">detective</a>, <a class="dfilt btn btn-link" data-delta="concept-tagsRaw:parabon nanolab" href="#/" role="button" tabindex="0">parabon nanolab</a>, <a href="/doc/news:72ACCB16/concept-tags-cloud">(10&nbsp;more...)</a></div><div><span title="Source"><span><span class="fa-solid fa-globe"></span> <a class="dfilt btn btn-link" data-delta="store:WIRED" href="#/" role="button" tabindex="0">WIRED</a></span></span></div></div><div class="col-md-6"><div class="taxnodes tax_ai_alerts" title="Topics"><span><span class="fa fa-sitemap"></span>&nbsp;&nbsp;</span>AI-Alerts: <a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:AI-Alerts|2024'>2024</a>&nbsp;>&nbsp;<a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:AI-Alerts|2024|2024-01'>2024-01</a>&nbsp;>&nbsp;<a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:AI-Alerts|2024|2024-01|AAAI AI-Alert for Jan 23, 2024'>AAAI AI-Alert for Jan 23, 2024</a> <span class="taxnode-score">(1.00)</span></div><div class="taxnodes tax_country" title="Topics"><span><span class="fa fa-sitemap"></span>&nbsp;&nbsp;</span>Country: <a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:Country|North America'>North America</a>&nbsp;>&nbsp;<a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:Country|North America|United States'>United States</a>&nbsp;>&nbsp;<a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:Country|North America|United States|California'>California</a>&nbsp;>&nbsp;<a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:Country|North America|United States|California|Alameda County'>Alameda County</a>&nbsp;>&nbsp;<a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:Country|North America|United States|California|Alameda County|Berkeley'>Berkeley</a> <span class="taxnode-score">(0.26)</span></div><div class="taxnodes tax_industry" title="Topics"><span><span class="fa fa-sitemap"></span>&nbsp;&nbsp;</span>Industry: <a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:Industry|Law Enforcement & Public Safety'>Law Enforcement & Public Safety</a>&nbsp;>&nbsp;<a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:Industry|Law Enforcement & Public Safety|Crime Prevention & Enforcement'>Crime Prevention & Enforcement</a> <span class="taxnode-score">(1.00)</span></div><div class="taxnodes tax_technology" title="Topics"><span><span class="fa fa-sitemap"></span>&nbsp;&nbsp;</span>Technology: <a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:Technology|Information Technology'>Information Technology</a>&nbsp;>&nbsp;<a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:Technology|Information Technology|Artificial Intelligence'>Artificial Intelligence</a>&nbsp;>&nbsp;<a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:Technology|Information Technology|Artificial Intelligence|Vision'>Vision</a>&nbsp;>&nbsp;<a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:Technology|Information Technology|Artificial Intelligence|Vision|Face Recognition'>Face Recognition</a> <span class="taxnode-score">(1.00)</span></div></div></div><div class="row d-none d-sm-flex summary-footer" data-collapse-id="collapse-news-72ACCB16"><div class="col-6 col-sm-4 col-md-9 col-lg-9" style="padding-top: 6px"><p title="Add feedback"><a data-bs-backdrop="static" data-bs-target="#feedback-modal" data-bs-toggle="modal" data-cdid="news:72ACCB16" data-client="aitopics" data-concept-tags="(&quot;artificial intelligence&quot; 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The PAC had received  1 million from hedge fund manager Bill Ackman, the billionaire activist who led the charge to oust Harvard University president Claudine Gay.</p></div></div></div><div class="snippets template" style="display: none;"><blockquote><p class="snippet-content"></p><footer><cite><a class="snippet-url" href="/doc/technology:410BBB93/iframe/page/__PAGE__" target="_blank"><span class="snippet-citation"></span></a></cite></footer></blockquote></div><div class="snippets visible" style="display: none;"><hr></div></div></div><div class="row d-none d-sm-flex" data-collapse-id="collapse-technology-410BBB93"><div class="col-md-6"><div title="Concept Tags"><span><span class="fa fa-magic"></span>&nbsp;&nbsp;</span><a class="dfilt btn btn-link" data-delta="concept-tagsRaw:large language model" href="#/" role="button" tabindex="0">large language model</a>, <a class="dfilt btn btn-link" data-delta="concept-tagsRaw:machine learning" href="#/" role="button" tabindex="0">machine learning</a>, <a class="dfilt btn btn-link" data-delta="concept-tagsRaw:presidential hopeful dean phillips" href="#/" role="button" tabindex="0">presidential hopeful dean phillips</a>, <a href="/doc/technology:410BBB93/concept-tags-cloud">(5&nbsp;more...)</a></div><div><span title="Source"><span><span class="fa-solid fa-globe"></span> <a class="dfilt btn btn-link" data-delta="store:Washington Post - Technology News" href="#/" role="button" tabindex="0">Washington Post - Technology News</a></span></span></div></div><div class="col-md-6"><div class="taxnodes tax_ai_alerts" title="Topics"><span><span class="fa fa-sitemap"></span>&nbsp;&nbsp;</span>AI-Alerts: <a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:AI-Alerts|2024'>2024</a>&nbsp;>&nbsp;<a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:AI-Alerts|2024|2024-01'>2024-01</a>&nbsp;>&nbsp;<a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' 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America|United States|New Hampshire&quot; &quot;AI-Alerts|2024|2024-01|AAAI AI-Alert for Jan 23, 2024&quot;)" role="button" style="cursor: pointer;"><span class="fa-solid fa-flag"></span> Add feedback</a></p></div><div class="col-6 col-md-3 col-lg-3" style="padding-top: 6px"><p class="more-like-this" title="More like this"><div class="dropdown"><button aria-expanded="false" aria-haspopup="true" class="btn btn-link dropdown-toggle" data-bs-toggle="dropdown" id="mlt-technology-410BBB93" type="button"><span class="me-2"><span class="fa fa-magic"></span></span>More like this</button><ul aria-labelledby="mlt-technology-410BBB93" class="dropdown-menu"><li><a class="dropdown-item d-flex align-items-center" href="/mlt?cdid=technology%3A410BBB93&amp;dimension=pagetext" rel="nofollow"><span class="me-2"><span class="fa fa-regular fa-file-lines"></span></span>By text</a></li><li><a class="dropdown-item d-flex align-items-center" href="/mlt-old?cdid=technology%3A410BBB93&amp;dimension=taxnodes" rel="nofollow"><span class="me-2"><span class="fa fa-sitemap"></span></span>By views</a></li><li><a class="dropdown-item d-flex align-items-center" href="/mlt?cdid=technology%3A410BBB93&amp;dimension=concept-tags" rel="nofollow"><span class="me-2"><span class="fa fa-magic"></span></span>By concept tags</a></li></ul></div></p></div></div></div><hr><div class="snippet-parent summaries" data-snippet-search-params="{&quot;q&quot;:null,&quot;snippet-source-doc&quot;:&quot;news:85E7879C&quot;,&quot;fields&quot;:&quot;cdid,snippet_content,title,snippet_type_s,snippet_coordinates_page_i_ni,snippet_coordinates_x_i_ni,snippet_coordinates_y_i_ni&quot;}"><input name="score" type="hidden" value="1.0"><div class="row"><div class="col-12"><h3 class="searchtitle"><a href="https://www.newscientist.com/article/2413133-watch-a-plant-inspired-robot-grow-towards-light-like-a-vine/" target="_blank">Watch a plant-inspired robot grow towards light like a vine</a></h3><div><p class="summary-when out"><span class="badge badge-button"><a href="/doc/news:85E7879C"><span class="text-primary fa fa-info-circle" title="Click for i2k Connect enriched information."></span><span class="store">New Scientist</span><time class="timeago" datetime="2024-01-18T17:10:43Z">Jan-18-2024, 17:10:43 GMT</time></a></span></p><div class="search-summary doc-summary out"><div class="summary-content"><a class="fancybox float-end ms-3" href="/blob/news:85E7879C/image"><img class="lazy thumbnail portrait" data-original="/blob/news:85E7879C/scaled-image"></a><p>A robot that can grow around trees or rocks like a vine could be used to make buildings or measure pollution in hard-to-reach natural environments. Vine-like robots aren't new, but they are often designed to rely on just a single sense to grow upwards, such as heat or light, which means they don't work as well in some settings as others. Emanuela Del Dottore at the Italian Institute of Technology and her colleagues have developed a new version, called FiloBot, that can use light, shade or gravity as a guide. It grows by coiling a plastic filament into a cylindrical shape, adding new layers to its body just behind the head that contains the sensors. "Our robot has an embedded microcontroller that can process multiple stimuli and direct the growth at a precise location, the tip, ensuring the body structure is preserved," she says.</p></div></div></div><div class="snippets template" style="display: none;"><blockquote><p class="snippet-content"></p><footer><cite><a class="snippet-url" href="/doc/news:85E7879C/iframe/page/__PAGE__" target="_blank"><span class="snippet-citation"></span></a></cite></footer></blockquote></div><div class="snippets visible" style="display: none;"><hr></div></div></div><div class="row d-none d-sm-flex" data-collapse-id="collapse-news-85E7879C"><div class="col-md-6"><div title="Concept Tags"><span><span class="fa fa-magic"></span>&nbsp;&nbsp;</span><a class="dfilt btn btn-link" data-delta="concept-tagsRaw:artificial intelligence" href="#/" role="button" tabindex="0">artificial intelligence</a>, <a class="dfilt btn btn-link" data-delta="concept-tagsRaw:natural environment" href="#/" role="button" tabindex="0">natural environment</a>, <a class="dfilt btn btn-link" data-delta="concept-tagsRaw:robot" href="#/" role="button" tabindex="0">robot</a>, <a href="/doc/news:85E7879C/concept-tags-cloud">(2&nbsp;more...)</a></div><div><span title="Source"><span><span class="fa-solid fa-globe"></span> <a class="dfilt btn btn-link" data-delta="store:New Scientist" href="#/" role="button" tabindex="0">New Scientist</a></span></span></div></div><div class="col-md-6"><div class="taxnodes tax_ai_alerts" title="Topics"><span><span class="fa fa-sitemap"></span>&nbsp;&nbsp;</span>AI-Alerts: <a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:AI-Alerts|2024'>2024</a>&nbsp;>&nbsp;<a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:AI-Alerts|2024|2024-01'>2024-01</a>&nbsp;>&nbsp;<a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:AI-Alerts|2024|2024-01|AAAI AI-Alert for Jan 23, 2024'>AAAI AI-Alert for Jan 23, 2024</a> <span class="taxnode-score">(1.00)</span></div><div class="taxnodes tax_technology" title="Topics"><span><span class="fa fa-sitemap"></span>&nbsp;&nbsp;</span>Technology: <a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:Technology|Information Technology'>Information Technology</a>&nbsp;>&nbsp;<a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:Technology|Information Technology|Artificial Intelligence'>Artificial Intelligence</a>&nbsp;>&nbsp;<a class='dfilt btn btn-link' href='#/' tabindex='0' role='button' data-delta='taxnodes:Technology|Information Technology|Artificial Intelligence|Robots'>Robots</a> <span class="taxnode-score">(1.00)</span></div></div></div><div class="row d-none d-sm-flex summary-footer" data-collapse-id="collapse-news-85E7879C"><div class="col-6 col-sm-4 col-md-9 col-lg-9" style="padding-top: 6px"><p title="Add feedback"><a data-bs-backdrop="static" data-bs-target="#feedback-modal" data-bs-toggle="modal" data-cdid="news:85E7879C" data-client="aitopics" data-concept-tags="(&quot;artificial intelligence&quot; 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Newton-Rex, the head of Stability's audio team, disagreed. "Companies worth billions of dollars are, without permission, training generative AI models on creators' works, which are then being used to create new content that in many cases can compete with the original works. In December, the New York Times sued OpenAI in a Manhattan court, alleging that the creator of ChatGPT had illegally used millions of the newspaper's articles to train AI systems that are intended to compete with the Times as a reliable source of information. Meanwhile, in July 2023, comedian Sarah Silverman and other writers sued OpenAI and Meta, accusing the companies of using their writing to train AI models without their permission.</p></div></div></div><div class="snippets template" style="display: none;"><blockquote><p class="snippet-content"></p><footer><cite><a class="snippet-url" href="/doc/technology:3F753134/iframe/page/__PAGE__" target="_blank"><span class="snippet-citation"></span></a></cite></footer></blockquote></div><div class="snippets visible" style="display: none;"><hr></div></div></div><div class="row d-none d-sm-flex" data-collapse-id="collapse-technology-3F753134"><div class="col-md-6"><div title="Concept Tags"><span><span class="fa fa-magic"></span>&nbsp;&nbsp;</span><a class="dfilt btn btn-link" data-delta="concept-tagsRaw:artificial intelligence" href="#/" role="button" tabindex="0">artificial intelligence</a>, <a class="dfilt btn btn-link" data-delta="concept-tagsRaw:machine learning" href="#/" role="button" 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value="1.0"><div class="row"><div class="col-12"><h3 class="searchtitle"><a href="https://www.nature.com/articles/d41586-024-00140-6" target="_blank">This robot grows like a vine -- and could help navigate disaster zones</a></h3><div><p class="summary-when out"><span class="badge badge-button"><a href="/doc/journals:109BBCC0"><span class="text-primary fa fa-info-circle" title="Click for i2k Connect enriched information."></span><span class="store">Nature</span><time class="timeago" datetime="2024-01-18T00:00:00Z">Jan-18-2024</time></a></span></p><div class="search-summary doc-summary out"><div class="summary-content"><a class="fancybox float-end ms-3" href="/blob/journals:109BBCC0/image"><img class="lazy thumbnail portrait" data-original="/blob/journals:109BBCC0/scaled-image"></a><p>The vine-like Filobot was inspired by plants.Credit: Del Dottore et al., Sci. Researchers have demonstrated a robot that grows like a vine in response to stimuli such as light and pressure. The machine -- named FiloBot -- has a head that prints its body by melting and extruding plastic, which then solidifies as it cools. The robot's head is connected to a base by a thin hose, through which it receives a fresh supply of plastic from a spool. FiloBot's growth rate is slow -- its body elongates by just a few millimeters each minute.</p></div></div></div><div class="snippets template" style="display: none;"><blockquote><p class="snippet-content"></p><footer><cite><a class="snippet-url" href="/doc/journals:109BBCC0/iframe/page/__PAGE__" target="_blank"><span class="snippet-citation"></span></a></cite></footer></blockquote></div><div class="snippets visible" style="display: none;"><hr></div></div></div><div class="row d-none d-sm-flex" data-collapse-id="collapse-journals-109BBCC0"><div class="col-md-6"><div title="Concept Tags"><span><span class="fa fa-magic"></span>&nbsp;&nbsp;</span><a class="dfilt btn btn-link" data-delta="concept-tagsRaw:artificial intelligence" href="#/" role="button" tabindex="0">artificial intelligence</a>, <a class="dfilt btn btn-link" data-delta="concept-tagsRaw:help navigate disaster zone" href="#/" role="button" tabindex="0">help navigate disaster zone</a>, <a class="dfilt btn btn-link" 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href="https://www.theatlantic.com/technology/archive/2024/01/chatbots-change-human-communication/677154/" target="_blank">Don't Talk to People Like They're Chatbots</a></h3><div><p class="summary-when out"><span class="badge badge-button"><a href="/doc/journals:BC8C78AB"><span class="text-primary fa fa-info-circle" title="Click for i2k Connect enriched information."></span><span class="store">The Atlantic - Technology</span><time class="timeago" datetime="2024-01-17T19:37:20Z">Jan-17-2024, 19:37:20 GMT</time></a></span></p><div class="search-summary doc-summary out"><div class="summary-content"><a class="fancybox float-end ms-3" href="/blob/journals:BC8C78AB/image"><img class="thumbnail portrait" 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"></a><p>For most of history, communicating with a computer has not been like communicating with a person. In their earliest years, computers required carefully constructed instructions, delivered through punch cards; then came a command-line interface, followed by menus and options and text boxes. If you wanted results, you needed to learn the computer's language. This is beginning to change. Large language models--the technology undergirding modern chatbots--allow users to interact with computers through natural conversation, an innovation that introduces some baggage from human-to-human exchanges.</p></div></div></div><div class="snippets template" style="display: none;"><blockquote><p class="snippet-content"></p><footer><cite><a class="snippet-url" href="/doc/journals:BC8C78AB/iframe/page/__PAGE__" target="_blank"><span class="snippet-citation"></span></a></cite></footer></blockquote></div><div class="snippets visible" style="display: none;"><hr></div></div></div><div class="row d-none d-sm-flex" data-collapse-id="collapse-journals-BC8C78AB"><div class="col-md-6"><div title="Concept Tags"><span><span class="fa fa-magic"></span>&nbsp;&nbsp;</span><a class="dfilt btn btn-link" data-delta="concept-tagsRaw:artificial intelligence" href="#/" role="button" tabindex="0">artificial intelligence</a>, <a class="dfilt btn btn-link" data-delta="concept-tagsRaw:large language model" 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href="https://www.technologyreview.com/2024/01/17/1086722/google-deepmind-alphageometry/" target="_blank">Google DeepMind's new AI system can solve complex geometry problems</a></h3><div><p class="summary-when out"><span class="badge badge-button"><a href="/doc/news:9100F22D"><span class="text-primary fa fa-info-circle" title="Click for i2k Connect enriched information."></span><span class="store">MIT Technology Review</span><time class="timeago" datetime="2024-01-17T16:00:00Z">Jan-17-2024, 16:00:00 GMT</time></a></span></p><div class="search-summary doc-summary out"><div class="summary-content"><a class="fancybox float-end ms-3" href="/blob/news:9100F22D/image"><img class="thumbnail portrait" src="data:image/png;base64,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"></a><p>Solving mathematics problems requires logical reasoning, something that most current AI models aren't great at. This demand for reasoning is why mathematics serves as an important benchmark to gauge progress in AI intelligence, says Wang.  DeepMind's program, named AlphaGeometry, combines a language model with a type of AI called a symbolic engine, which uses symbols and logical rules to make deductions. Language models excel at recognizing patterns and predicting subsequent steps in a process. However, their reasoning lacks the rigor required for mathematical problem-solving. The symbolic engine, on the other hand, is based purely on formal logic and strict rules, which allows it to guide the language model toward rational decisions.</p></div></div></div><div class="snippets template" style="display: none;"><blockquote><p class="snippet-content"></p><footer><cite><a class="snippet-url" href="/doc/news:9100F22D/iframe/page/__PAGE__" target="_blank"><span class="snippet-citation"></span></a></cite></footer></blockquote></div><div class="snippets visible" style="display: none;"><hr></div></div></div><div class="row d-none d-sm-flex" data-collapse-id="collapse-news-9100F22D"><div class="col-md-6"><div title="Concept Tags"><span><span class="fa fa-magic"></span>&nbsp;&nbsp;</span><a class="dfilt btn btn-link" data-delta="concept-tagsRaw:deepmind" href="#/" role="button" tabindex="0">deepmind</a>, <a class="dfilt btn btn-link" data-delta="concept-tagsRaw:geometry problem" href="#/" role="button" tabindex="0">geometry problem</a>, <a class="dfilt btn btn-link" 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