<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-6474489904732268554</id><updated>2024-10-24T21:56:40.128+05:30</updated><category term="business"/><category term="Research"/><category term="strategy"/><category term="Effectiveness"/><category term="Management"/><category term="Metrics"/><category term="alignment"/><category term="analysis"/><category term="dashboard"/><category term="effective"/><category term="performance"/><category term="Engineering"/><category term="Fortune 500"/><category term="Gary Hamel"/><category term="IT"/><category term="Indian"/><category term="Innovate"/><category term="Innovation"/><category term="KPI"/><category term="PMO"/><category term="Portfolio"/><category term="Program"/><category term="Program Management"/><category term="Research and development"/><category term="Service Provider"/><category term="future"/><title type='text'>Thoughts on Business Management</title><subtitle type='html'>Articles and Analysis tools </subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://mythoughtsonbusiness.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6474489904732268554/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://mythoughtsonbusiness.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11295252514445251603</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>9</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-6474489904732268554.post-2868511365281471364</id><published>2013-01-14T23:52:00.001+05:30</published><updated>2013-01-15T14:17:14.456+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="analysis"/><category scheme="http://www.blogger.com/atom/ns#" term="Indian"/><category scheme="http://www.blogger.com/atom/ns#" term="IT"/><category scheme="http://www.blogger.com/atom/ns#" term="performance"/><category scheme="http://www.blogger.com/atom/ns#" term="Service Provider"/><title type='text'>Performance of Indian IT Service Providers</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;span style=&quot;font-family: Segoe Print; font-size: 14px;&quot;&gt;Here’s another motion chart mapping the performance of Indian IT Services providers.&amp;nbsp; Data is from FY08 – FY12.&amp;nbsp; Barring Cognizant, all companies listed on NSE/BSE. PLay around with the chart to see performance on different metrics.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Segoe Print; font-size: 14px;&quot;&gt;Also refer my post on &lt;a href=&quot;http://mythoughtsonbusiness.blogspot.in/2012/12/interactive-r-spend-analysis-tool.html&quot; target=&quot;_blank&quot;&gt;&quot;Interactive R&amp;amp;D Spend Analysis&quot;&lt;/a&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;script src=&quot;//ajax.googleapis.com/ajax/static/modules/gviz/1.0/chart.js&quot; type=&quot;text/javascript&quot;&gt; {&quot;dataSourceUrl&quot;:&quot;//docs.google.com/spreadsheet/tq?key=0Aqlj9v5WoB9ndGUxQjNTWXo3S1RDaEEzN0FycnNLaEE&amp;transpose=0&amp;headers=1&amp;range=A2%3AM46&amp;gid=1&amp;pub=1&quot;,&quot;options&quot;:{&quot;vAxes&quot;:[{&quot;useFormatFromData&quot;:true,&quot;title&quot;:&quot;Left vertical axis title&quot;,&quot;minValue&quot;:null,&quot;viewWindow&quot;:{&quot;min&quot;:null,&quot;max&quot;:null},&quot;maxValue&quot;:null},{&quot;useFormatFromData&quot;:true,&quot;minValue&quot;:null,&quot;viewWindow&quot;:{&quot;min&quot;:null,&quot;max&quot;:null},&quot;maxValue&quot;:null}],&quot;titleTextStyle&quot;:{&quot;fontSize&quot;:16},&quot;booleanRole&quot;:&quot;certainty&quot;,&quot;title&quot;:&quot;Chart title&quot;,&quot;height&quot;:500,&quot;animation&quot;:{&quot;duration&quot;:500},&quot;width&quot;:700,&quot;hAxis&quot;:{&quot;useFormatFromData&quot;:true,&quot;title&quot;:&quot;Horizontal axis title&quot;,&quot;minValue&quot;:null,&quot;viewWindow&quot;:{&quot;min&quot;:null,&quot;max&quot;:null},&quot;maxValue&quot;:null}},&quot;state&quot;:{},&quot;view&quot;:{},&quot;chartType&quot;:&quot;MotionChart&quot;,&quot;chartName&quot;:&quot;Chart 3&quot;} &lt;/script&gt; &lt;/div&gt;
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&lt;span style=&quot;font-family: Segoe Print;&quot;&gt;&lt;b&gt;Few Observations&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: &#39;Segoe Print&#39;;&quot;&gt;
&lt;li&gt;TCS (nearly $10B), Wipro($7.5B), Infosys($6.7) and Cognizant (2012 results awaited) clearly emerge as market leaders. HCL Tech is significantly behind with $4.1B. Rest of the pack is way behind in &amp;lt;$1B club.&lt;/li&gt;
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&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjs5bKOBGc415ITVDDirkYfPR9M_c6q9xIGnj8HPwRVXqMJ25yfJn4vFTxG1KXIjkJA2HZQRTUjsSFI7z3R9kOeZwG_57HgswJtiVs85cBauwD5KFbs23tQ507lCJ826sS8TPyIAXiEWWnv/s1600-h/image%25255B42%25255D.png&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjs5bKOBGc415ITVDDirkYfPR9M_c6q9xIGnj8HPwRVXqMJ25yfJn4vFTxG1KXIjkJA2HZQRTUjsSFI7z3R9kOeZwG_57HgswJtiVs85cBauwD5KFbs23tQ507lCJ826sS8TPyIAXiEWWnv/s1600-h/image%25255B42%25255D.png&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjom1sNheO-r8yj8EbfOKIlmHtVGE0kBJ2e9C5Kr2Skh5tTVOAtn9SRBX_f3kTjHUlPUEkPuh1qLefZOj0Xs5r-81E2sjtUURehTgDyEkKYLC-YeodIfYfs2wOqDkxPf5p6PltZXvdVF2dH/s1600-h/image%25255B45%25255D.png&quot; style=&quot;font-family: &#39;Segoe Print&#39;; margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img align=&quot;right&quot; alt=&quot;image&quot; border=&quot;0&quot; height=&quot;213&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZAx8Za2I6SVkK4nm6Z2nOxUVi_uwRqeIcNPrZPf-1VWP3TyP_EzQKqAKVlbHud7vstkpWcxFGaRGTjvtL91hnWpYWwz9Q48v3V7RGdDTlYkIJELFinWoFzoaq6sqmxtgw6T0X7jIvIrOE/?imgmax=800&quot; style=&quot;border: 0px; display: inline; margin-left: 0px; margin-right: 0px;&quot; title=&quot;image&quot; width=&quot;344&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &#39;Segoe Print&#39;;&quot;&gt;
&lt;li&gt;TCS puts up a stunning performance managing 11.3% topline CAGR and 14.1% bottomline CAGR since 2008. It is commendable for a company of its size.&lt;/li&gt;
&lt;li&gt;Cognizant posts an unmatched revenue growth and operating profit growth of 32% and 22% respectively. (since 2008).&amp;nbsp; It has emerged as one of the market leaders.&lt;/li&gt;
&lt;li&gt;Infosys and TCS continue to impress with unmatched consistent operating margins of over 30% .&amp;nbsp; Only&amp;nbsp;Persistent comes close with around 22%. Rest belong to the sub 20% class.&lt;/li&gt;
&lt;/span&gt;&lt;/ul&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsq0UirCFZWNJCFeJdyRY5yF8RuwlNVLxbHc63FwEBfh2_0LHfvdvVNCPSRNjHnADbwPIANHarWSJ56PgYeZpun3rdQ6Vzz-JxmNos_O_TsCXZLio7-Nc5W_KEd78vdFa_DC0NUD90swzV/?imgmax=800&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img align=&quot;right&quot; alt=&quot;image&quot; border=&quot;0&quot; height=&quot;182&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsq0UirCFZWNJCFeJdyRY5yF8RuwlNVLxbHc63FwEBfh2_0LHfvdvVNCPSRNjHnADbwPIANHarWSJ56PgYeZpun3rdQ6Vzz-JxmNos_O_TsCXZLio7-Nc5W_KEd78vdFa_DC0NUD90swzV/?imgmax=800&quot; style=&quot;border: 0px; display: inline;&quot; title=&quot;image&quot; width=&quot;333&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &#39;Segoe Print&#39;;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: &#39;Segoe Print&#39;;&quot;&gt;
&lt;li&gt;TCS, Cognizant and Mindtree were the top 3 companies with the highest employee growth rate (CAGR) of 17%, 16.5% and 14.3% respectively.&lt;/li&gt;
&lt;li&gt;Wipro and HCL Technologies have the highest cost per employee as of FY12 of&amp;nbsp; $44K and $40K respectively.&lt;/li&gt;
&lt;/span&gt;&lt;/ul&gt;
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&lt;span style=&quot;font-family: Segoe Print;&quot;&gt;&lt;b&gt;Few Inferences&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: Segoe Print;&quot;&gt;1. Cognizant seems to have got its execute ion perfect. It aligned employee growth, revenue growth and growth in employee strength for maximum business impact.&lt;/span&gt;&lt;span style=&quot;font-family: Segoe Print;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOljJqjiiAd3rXx-wMCqx4_C60Jx-CaiIljP8Bnd7dRgZCbFWn3i0PF5rD6DlQQIO00IAUYRoxtkXvitRZABbsxkNP8wUrtGSOrh0asZl4xCRiwla0jasp691J7xdFIuyqAQgT4MqmqFj-/s1600-h/image%25255B58%25255D.png&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Segoe Print;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: Segoe Print;&quot;&gt;2. TCS performance indicates that their operational &amp;amp; market strategy too is driving towards sustainable growth and profitability. They have one of the lowest per employee costs @ $29K. &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Segoe Print;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOljJqjiiAd3rXx-wMCqx4_C60Jx-CaiIljP8Bnd7dRgZCbFWn3i0PF5rD6DlQQIO00IAUYRoxtkXvitRZABbsxkNP8wUrtGSOrh0asZl4xCRiwla0jasp691J7xdFIuyqAQgT4MqmqFj-/s1600-h/image%25255B58%25255D.png&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img align=&quot;right&quot; alt=&quot;image&quot; border=&quot;0&quot; height=&quot;199&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLwIjoFOQkltLbURyijB78Bb3AEmWcyTbbgJfCKID-TkNI7Zi4L6diYbTcUsMDm4F0XkW1W3Y09ko6PnJM8etmTU8V2J3cXg_jnMT1ufK8gyZghxCWDtiWRVbYtsw_Q-trFBey2Zca9GKr/?imgmax=800&quot; style=&quot;border: 0px; display: inline; margin-left: 0px; margin-right: 0px;&quot; title=&quot;image&quot; width=&quot;386&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Segoe Print;&quot;&gt;3. Infosys still seems to be in some state of consolidation. It has posted a flat 10% CAGR across revenues, profits and employee strength. We’ll have to wait and watch the kind of fruit current CEO’s “Infosys 3.0” strategy, bears.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Segoe Print;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: Segoe Print;&quot;&gt;4. Amongst the smaller players, Persistent seems to be positioning itself for larger things. It has posted CAGR of 13.5% and 14% for revenues and profits.&amp;nbsp; It has one of the lowest costs/employee @ $23K and the only player have operating margins of more than 20% , except Infosys and TCS.&amp;nbsp; I think this would be an interesting stock to follow. &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: Segoe Print;&quot;&gt;Please share your comments, observations &amp;amp; inferences&lt;/span&gt;&lt;span style=&quot;font-family: Segoe Print; font-size: large;&quot;&gt;. &lt;/span&gt;&lt;/div&gt;
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&amp;nbsp; &lt;/div&gt;
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&lt;span style=&quot;font-family: Segoe Print; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://mythoughtsonbusiness.blogspot.com/feeds/2868511365281471364/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mythoughtsonbusiness.blogspot.com/2013/01/performance-of-indian-it-service.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6474489904732268554/posts/default/2868511365281471364'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6474489904732268554/posts/default/2868511365281471364'/><link rel='alternate' type='text/html' href='http://mythoughtsonbusiness.blogspot.com/2013/01/performance-of-indian-it-service.html' title='Performance of Indian IT Service Providers'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11295252514445251603</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZAx8Za2I6SVkK4nm6Z2nOxUVi_uwRqeIcNPrZPf-1VWP3TyP_EzQKqAKVlbHud7vstkpWcxFGaRGTjvtL91hnWpYWwz9Q48v3V7RGdDTlYkIJELFinWoFzoaq6sqmxtgw6T0X7jIvIrOE/s72-c?imgmax=800" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6474489904732268554.post-1792959125368968820</id><published>2012-12-22T17:36:00.000+05:30</published><updated>2013-01-04T19:57:19.781+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="analysis"/><category scheme="http://www.blogger.com/atom/ns#" term="business"/><category scheme="http://www.blogger.com/atom/ns#" term="Metrics"/><category scheme="http://www.blogger.com/atom/ns#" term="performance"/><category scheme="http://www.blogger.com/atom/ns#" term="Research"/><category scheme="http://www.blogger.com/atom/ns#" term="Research and development"/><title type='text'>Interactive R&amp;D Spend Analysis Tool </title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Segoe Print&amp;quot;;&quot;&gt;Presenting the “Interactive
R&amp;amp;D Spend Analysis Tool”.&amp;nbsp; The motion
chart, as used by Hans Rosling, is an extremely effective data visualization tool.
I’m using the same to bring into perspective the business performance of
technology companies. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Segoe Print&amp;quot;;&quot;&gt;As of now, the
tool covers 27 companies spread across the following industries: Aero, Auto, Medical,
Telecom, Consumer Electronics, Industrial/Heavy Equipment Manufacturers, ISV’s,
Storage &amp;amp; Semiconductors. &lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Segoe Print&amp;quot;;&quot;&gt;I&#39;ll keep adding data points for other major companies to make this tool more effective. &amp;nbsp;Comment on the companies that you would like to see in this tool.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;script src=&quot;//ajax.googleapis.com/ajax/static/modules/gviz/1.0/chart.js&quot; type=&quot;text/javascript&quot;&gt; {&quot;dataSourceUrl&quot;:&quot;//docs.google.com/spreadsheet/tq?key=0Aqlj9v5WoB9ndGNPOG1oU21qNW9qZlFhVHM5RUdmOGc&amp;transpose=0&amp;headers=1&amp;range=A1%3AL109&amp;gid=0&amp;pub=1&quot;,&quot;options&quot;:{&quot;vAxes&quot;:[{&quot;useFormatFromData&quot;:true,&quot;title&quot;:&quot;Left vertical axis title&quot;,&quot;minValue&quot;:null,&quot;viewWindow&quot;:{&quot;min&quot;:null,&quot;max&quot;:null},&quot;maxValue&quot;:null},{&quot;useFormatFromData&quot;:true,&quot;minValue&quot;:null,&quot;viewWindow&quot;:{&quot;min&quot;:null,&quot;max&quot;:null},&quot;maxValue&quot;:null}],&quot;titleTextStyle&quot;:{&quot;fontSize&quot;:16},&quot;booleanRole&quot;:&quot;certainty&quot;,&quot;title&quot;:&quot;Chart title&quot;,&quot;height&quot;:485,&quot;animation&quot;:{&quot;duration&quot;:0},&quot;width&quot;:700,&quot;hAxis&quot;:{&quot;useFormatFromData&quot;:true,&quot;title&quot;:&quot;Horizontal axis title&quot;,&quot;minValue&quot;:null,&quot;viewWindow&quot;:{&quot;min&quot;:null,&quot;max&quot;:null},&quot;maxValue&quot;:null}},&quot;state&quot;:{},&quot;view&quot;:{&quot;columns&quot;:[0,1,2,3,4,5,6,7,{&quot;label&quot;:&quot;Industry&quot;,&quot;properties&quot;:{&quot;role&quot;:&quot;annotation&quot;},&quot;sourceColumn&quot;:8},9,10,11]},&quot;chartType&quot;:&quot;MotionChart&quot;,&quot;chartName&quot;:&quot;Chart 1&quot;} &lt;/script&gt;


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&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Segoe Print&amp;quot;;&quot;&gt;How to use the chart: &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Segoe Print&amp;quot;;&quot;&gt;Default settings:&amp;nbsp; &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Segoe Print&amp;quot;;&quot;&gt;Y-axis plots the
R&amp;amp;D Spend&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Segoe Print&amp;quot;;&quot;&gt;X-axis plot the Net
income&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Segoe Print&amp;quot;;&quot;&gt;Size of the
bubble indicates revenues&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;font-family: &#39;Segoe Print&#39;;&quot;&gt;All figures are in USD Millions.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;font-family: &#39;Segoe Print&#39;;&quot;&gt;Data source: google finance &amp;amp; Annual Reports.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;margin-left: 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Segoe Print&amp;quot;; mso-bidi-font-family: &amp;quot;Segoe Print&amp;quot;; mso-fareast-font-family: &amp;quot;Segoe Print&amp;quot;;&quot;&gt;1.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Segoe Print&amp;quot;;&quot;&gt;Clicking
the play button traces the movement of the companies since 2008. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Segoe Print&amp;quot;;&quot;&gt;For example, with
the default settings you can see Toyota’s bubble running to the left indicating
a sharp dip in profits. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;margin-left: 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Segoe Print&amp;quot;; mso-bidi-font-family: &amp;quot;Segoe Print&amp;quot;; mso-fareast-font-family: &amp;quot;Segoe Print&amp;quot;;&quot;&gt;2.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Segoe Print&amp;quot;;&quot;&gt;The
smaller play button controls the speed of the playback. Scrolling it down makes
the playback longer and easier to follow. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;margin-left: 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Segoe Print&amp;quot;; mso-bidi-font-family: &amp;quot;Segoe Print&amp;quot;; mso-fareast-font-family: &amp;quot;Segoe Print&amp;quot;;&quot;&gt;3.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Segoe Print&amp;quot;;&quot;&gt;You can
select the Y-axis parameter by clicking the small arrow on the top of the axis
label. &amp;nbsp;Similar selection can be done for
the X-axis.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;margin-left: 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Segoe Print&amp;quot;; mso-bidi-font-family: &amp;quot;Segoe Print&amp;quot;; mso-fareast-font-family: &amp;quot;Segoe Print&amp;quot;;&quot;&gt;4.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Segoe Print&amp;quot;;&quot;&gt;The
parameters for size and color of the bubble can be selected on the right side
of the chart. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;margin-left: 18pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;margin-left: 18pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Segoe Print&amp;quot;;&quot;&gt;Play
around and have fun.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;margin-left: 36pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://mythoughtsonbusiness.blogspot.com/feeds/1792959125368968820/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mythoughtsonbusiness.blogspot.com/2012/12/interactive-r-spend-analysis-tool.html#comment-form' title='6 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6474489904732268554/posts/default/1792959125368968820'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6474489904732268554/posts/default/1792959125368968820'/><link rel='alternate' type='text/html' href='http://mythoughtsonbusiness.blogspot.com/2012/12/interactive-r-spend-analysis-tool.html' title='Interactive R&amp;D Spend Analysis Tool '/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11295252514445251603</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6474489904732268554.post-700202435540731073</id><published>2012-10-06T19:38:00.001+05:30</published><updated>2012-10-10T12:11:17.134+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="business"/><category scheme="http://www.blogger.com/atom/ns#" term="Fortune 500"/><category scheme="http://www.blogger.com/atom/ns#" term="Management"/><category scheme="http://www.blogger.com/atom/ns#" term="Portfolio"/><category scheme="http://www.blogger.com/atom/ns#" term="Program"/><category scheme="http://www.blogger.com/atom/ns#" term="strategy"/><title type='text'>In pursuit of growth</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;span style=&quot;font-family: Comic Sans MS;&quot;&gt;Did you know that 65 of the world’s largest companies (Fortune 500) are all more than $100B in revenues? I was more amazed to find that the top 3 companies (“Royal Dutch Shell”, Exxon Mobil, and Wal-Mart) are more than $400 Billion. Wow, that’s huge! I decided to do a quick analysis on the Top 200 and this is what I found: &lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Comic Sans MS;&quot;&gt;1. &lt;i&gt;45%&lt;/i&gt; of the companies are in the range of &lt;i&gt;$70B - $130B&lt;/i&gt;, with &lt;i&gt;99B&lt;/i&gt; as the overall Top 200 average revenue size.&lt;/span&gt; &lt;br /&gt;
&lt;span style=&quot;font-family: Comic Sans MS;&quot;&gt;2. Average profitability of Top 200 companies is &lt;img align=&quot;right&quot; alt=&quot;clip_image002&quot; border=&quot;0&quot; height=&quot;281&quot; hspace=&quot;12&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpigTZoq1-24pZDFv65zEUMR9fTztXDKRkx4rb2zs8aoCLa0L6soiSEQ9VME8FeqMQnSXv73BuG9ZDxN2r0Nnp_tcmS1Zh7s5hyphenhyphen5IXJcfPy0UFO_a9of5UvJiWrFtIAtTzChMnbaSicwgG/?imgmax=800&quot; style=&quot;border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; margin-left: 0px; margin-right: 0px;&quot; title=&quot;clip_image002&quot; width=&quot;493&quot; /&gt;&lt;i&gt;5.89%.&lt;/i&gt;&lt;/span&gt; &lt;span style=&quot;font-family: Comic Sans MS;&quot;&gt;3. &lt;i&gt;112 (56%)&lt;/i&gt; companies have less than &lt;i&gt;5%&lt;/i&gt; profit margins.&lt;/span&gt; &lt;br /&gt;
&lt;span style=&quot;font-family: Comic Sans MS;&quot;&gt;&lt;i&gt;3. 38 (19%)&lt;/i&gt; companies have profit margins of more than &lt;i&gt;10%&lt;/i&gt;.&lt;/span&gt; &lt;br /&gt;
&lt;span style=&quot;font-family: Comic Sans MS;&quot;&gt;4. Only &lt;i&gt;13 (6.5%)&lt;/i&gt; companies have a net profit margin of more than 20%.&amp;nbsp; (The minimum company size in the set here is $48 Billion).&lt;/span&gt;&amp;nbsp;&lt;span style=&quot;font-family: comi; font-size: xx-small;&quot;&gt;&lt;/span&gt;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;font-family: comi; font-size: xx-small;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Data Source: &lt;/span&gt;&lt;a href=&quot;http://money.cnn.com/magazines/fortune/fortune500/&quot;&gt;&lt;span style=&quot;font-family: comi; font-size: xx-small;&quot;&gt;http://money.cnn.com/magazines/fortune/fortune500/&lt;/span&gt;&lt;/a&gt; &lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Comic Sans MS;&quot;&gt;The chart clearly indicates that irrespective of the industry sector or economic factors some companies clearly break away from the “commoners” in terms of net profit margin achievement.. Another trend that can be spotted clearly is the move towards the right as companies grow larger and larger in size. For most of the companies more than $100 Billion, the margins are about 5%. &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Comic Sans MS;&quot;&gt;These stats raise a few questions: &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #222222; font-family: Comic Sans MS;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMr5UMG7fo7ZMSSrT77B__8ZX3rRvPnayux8szt_LcwkpRstACaQGO4vRg-l-FD-IlpKGIAnJTRj51YTFeeHjC9F7l1_cBK-Lv21IS-X414UG5NS0-6VsJlk8VZu-3BkXhMvHsnvHkY-0H/s1600-h/clip_image003%25255B9%25255D.png&quot;&gt;&lt;img align=&quot;right&quot; alt=&quot;clip_image003&quot; border=&quot;0&quot; height=&quot;282&quot; hspace=&quot;12&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5kZpP8K94hUMYR58121_zOLx4QQ-qIDJgZTAfvmO-wDGEItCvI5uhkhLklnKm-jSeVxekpK9H010PygT5v-zx8nAub8oBuBnStTQe0YM3GsAwz8A7wCyG7JDoWjli-BHKrsIN2rYN_-oZ/?imgmax=800&quot; style=&quot;border-bottom-width: 0px; border-left-width: 0px; border-right-width: 0px; border-top-width: 0px; display: inline; margin-left: 0px; margin-right: 0px;&quot; title=&quot;clip_image003&quot; width=&quot;352&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Comic Sans MS;&quot;&gt;1. Are companies inadvertently sacrificing profitability in search of growth? &lt;/span&gt;&lt;span style=&quot;font-family: Comic Sans MS;&quot;&gt;2. How are those few companies managing a profit margin of more than 20%?&lt;/span&gt; &lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Comic Sans MS;&quot;&gt;I think that companies, in pursuit of growth, add complexity exponentially to their businesses. Diversification into multiple industry segments, thousands of products and services with regional localizations, significant investments in Engineering and R&amp;amp;D, hundreds of global partners &amp;amp; vendors, global acquisitions etc. are some of the fall outs of the “growth pursuit” which make sustainability of profits extremely challenging. I believe that a “Portfolio” view to business management and operations brings the much needed discipline in execution and decision making. It is critical to effectively manage the &lt;/span&gt;&lt;br /&gt;
&lt;div align=&quot;left&quot;&gt;
&lt;span style=&quot;font-family: Comic Sans MS;&quot;&gt;a. Portfolio of businesses&lt;/span&gt; &lt;br /&gt;
&lt;div align=&quot;left&quot;&gt;
&lt;span style=&quot;font-family: Comic Sans MS;&quot;&gt;b. Portfolio of products / services &lt;/span&gt;&lt;br /&gt;
&lt;div align=&quot;left&quot;&gt;
&lt;span style=&quot;font-family: Comic Sans MS;&quot;&gt;c. Portfolio of Programs / Projects&lt;/span&gt; &lt;/div&gt;
&lt;span style=&quot;font-family: Comic Sans MS;&quot;&gt;in an enterprise and deliver sustained profits to shareholders. &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Comic Sans MS;&quot;&gt;The following are 5 critical questions that business leaders must have answers to ensure that growth and profitability objectives and initiatives stay aligned:&lt;/span&gt;&lt;br /&gt;
&lt;div align=&quot;center&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXt0r9XsPHHSDuVYx4tTZv80mnit7vu4Ue8b6GA2eYVLYFIfSUJqtKrNsMf8TuAN3hQBzyDPeaYZFsi13MZKO6HwU1fTHD5SvaIouwZeJf5_F0MQEORrmaHfgy-9mbAMjM0IHT1UTyeAU8/s1600-h/image%25255B15%25255D.png&quot;&gt;&lt;img alt=&quot;image&quot; border=&quot;0&quot; height=&quot;312&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhikDrga5uLXda028OsGDleFgy0C2Ipgv0RkdjGK2bufFYNgdR9Y3GFw4JcZ7RvKcPVjRnajBm68WaOMUVhW75L7VPs2ek6OYVhGAQc8HPK_2UQy03TlB5d_cj5J3yX07hqpiR-6tsBVmTy/?imgmax=800&quot; style=&quot;border-bottom-width: 0px; border-left-width: 0px; border-right-width: 0px; border-top-width: 0px; display: block; float: none; margin-left: auto; margin-right: auto;&quot; title=&quot;image&quot; width=&quot;513&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Comic Sans MS; font-size: xx-small;&quot;&gt; Reference: EPMC&lt;/span&gt; &lt;/div&gt;
&lt;span style=&quot;font-family: Comic Sans MS;&quot;&gt;Portfolio Management helps you to answer these questions and helps organizations build a disciplined approach to sustained growth and profitability.&lt;/span&gt; &lt;span style=&quot;font-family: Comic Sans MS;&quot;&gt;I request readers to share their experiences &amp;amp; challenges with Portfolio Management @ &lt;/span&gt;&lt;a href=&quot;mailto:chinmay.kale@hcl.com&quot;&gt;&lt;span style=&quot;font-family: Comic Sans MS;&quot;&gt;chinmay.kale@hcl.com&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Comic Sans MS;&quot;&gt;.&lt;/span&gt; &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-family: Comic Sans MS; font-size: x-small;&quot;&gt;References:&lt;/span&gt;&lt;/b&gt; &lt;br /&gt;
&lt;span style=&quot;font-family: Comic Sans MS; font-size: x-small;&quot;&gt;1. Fortune 500 Rankings: &lt;/span&gt;&lt;a href=&quot;http://money.cnn.com/magazines/fortune/fortune500/&quot;&gt;&lt;span style=&quot;font-family: Comic Sans MS; font-size: x-small;&quot;&gt;http://money.cnn.com/magazines/fortune/fortune500/&lt;/span&gt;&lt;/a&gt; &lt;br /&gt;
&lt;span style=&quot;font-family: Comic Sans MS; font-size: x-small;&quot;&gt;2. Enterprise Portfolio Management Council : &lt;/span&gt;&lt;a href=&quot;http://www.theepmc.org/&quot;&gt;&lt;span style=&quot;font-family: Comic Sans MS; font-size: x-small;&quot;&gt;www.theepmc.org&lt;/span&gt;&lt;/a&gt; &lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://mythoughtsonbusiness.blogspot.com/feeds/700202435540731073/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mythoughtsonbusiness.blogspot.com/2012/10/in-pursuit-of-growth.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6474489904732268554/posts/default/700202435540731073'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6474489904732268554/posts/default/700202435540731073'/><link rel='alternate' type='text/html' href='http://mythoughtsonbusiness.blogspot.com/2012/10/in-pursuit-of-growth.html' title='In pursuit of growth'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11295252514445251603</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpigTZoq1-24pZDFv65zEUMR9fTztXDKRkx4rb2zs8aoCLa0L6soiSEQ9VME8FeqMQnSXv73BuG9ZDxN2r0Nnp_tcmS1Zh7s5hyphenhyphen5IXJcfPy0UFO_a9of5UvJiWrFtIAtTzChMnbaSicwgG/s72-c?imgmax=800" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Bangalore, Karnataka, India</georss:featurename><georss:point>12.9715987 77.5945627</georss:point><georss:box>12.724026199999999 77.2787057 13.2191712 77.910419699999991</georss:box></entry><entry><id>tag:blogger.com,1999:blog-6474489904732268554.post-8998722996818842530</id><published>2012-04-28T00:55:00.001+05:30</published><updated>2012-10-10T09:26:13.882+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="future"/><category scheme="http://www.blogger.com/atom/ns#" term="Gary Hamel"/><category scheme="http://www.blogger.com/atom/ns#" term="Innovation"/><category scheme="http://www.blogger.com/atom/ns#" term="Management"/><title type='text'>Gary Hamel on the Future of Management</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;wlWriterEditableSmartContent&quot; id=&quot;scid:5737277B-5D6D-4f48-ABFC-DD9C333F4C5D:5b582c80-a5c9-4b71-a4b0-2eb50ef29259&quot; style=&quot;display: block; float: none; margin-left: auto; margin-right: auto; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; width: 425px;&quot;&gt;
&lt;div id=&quot;4e3b83b8-1de3-4dad-a0b5-a8cb6288cc59&quot; style=&quot;display: inline; margin: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;
&lt;div&gt;
&lt;a href=&quot;http://www.youtube.com/watch?v=K3-_IY66tpI&quot; target=&quot;_new&quot;&gt;&lt;img alt=&quot;&quot; galleryimg=&quot;no&quot; onload=&quot;var downlevelDiv = document.getElementById(&#39;4e3b83b8-1de3-4dad-a0b5-a8cb6288cc59&#39;); downlevelDiv.innerHTML = &amp;quot;&amp;lt;div&amp;gt;&amp;lt;object width=\&amp;quot;425\&amp;quot; height=\&amp;quot;355\&amp;quot;&amp;gt;&amp;lt;param name=\&amp;quot;movie\&amp;quot; value=\&amp;quot;http://www.youtube.com/v/K3-_IY66tpI&amp;amp;hl=en\&amp;quot;&amp;gt;&amp;lt;\/param&amp;gt;&amp;lt;embed src=\&amp;quot;http://www.youtube.com/v/K3-_IY66tpI&amp;amp;hl=en\&amp;quot; type=\&amp;quot;application/x-shockwave-flash\&amp;quot; width=\&amp;quot;425\&amp;quot; height=\&amp;quot;355\&amp;quot;&amp;gt;&amp;lt;\/embed&amp;gt;&amp;lt;\/object&amp;gt;&amp;lt;\/div&amp;gt;&amp;quot;;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9T4eHoOKAg9CMzq8Y91PMKpvEX_WevdSSNjOVJ-2cxA95OVD8vNB51geebm-MF4u9Vpkw4xbykHegw5ChRcvANt6aCFFFnqHR47iq9_UgNn3Ix94SC-wNvm7qTfRw2-k64gS2rVO1Xhpq/?imgmax=800&quot; style=&quot;border-bottom-style: none; border-left-style: none; border-right-style: none; border-top-style: none;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
This is a beautiful presentation where Gary Hamel argues on the need for “management innovation”.&amp;nbsp; &lt;br /&gt;
&lt;strong&gt;&amp;nbsp;&amp;nbsp; Video Summary&lt;/strong&gt;&lt;br /&gt;
&lt;ol&gt;
&lt;li&gt;The way we manage organizations hasn’t changed much in the last 50 years. &lt;/li&gt;
&lt;li&gt;Why do we need a “management change” &lt;/li&gt;
&lt;ul&gt;
&lt;li&gt;we are the first generation to face an inflection point in the “pace of change”&lt;/li&gt;
&lt;ul&gt;
&lt;li&gt;Exponential growth in CO2 emissions, # of internet connections, # of Data Storage devices,&amp;nbsp; # of mobile devices connected to web, genes we have sequenced …..&lt;/li&gt;
&lt;/ul&gt;
&lt;li&gt;Creative disruption is forcing forcing companies to innovate day in – day out&lt;/li&gt;
&lt;li&gt;Knowledge is becoming a commodity.&amp;nbsp; Companies must “CREATE” new knowledge to differentiate &lt;/li&gt;
&lt;/ul&gt;
&lt;li&gt;Companies must become : ADAPTABLE, INNOVATIVE &amp;amp; ENGAGING to succeed.&lt;/li&gt;
&lt;li&gt;Challenge “Management” dogma to be a management innovator&lt;/li&gt;
&lt;li&gt;WEB: the operating system for innovation &lt;/li&gt;
&lt;/ol&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://mythoughtsonbusiness.blogspot.com/feeds/8998722996818842530/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mythoughtsonbusiness.blogspot.com/2012/04/gary-hamel-on-future-of-management.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6474489904732268554/posts/default/8998722996818842530'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6474489904732268554/posts/default/8998722996818842530'/><link rel='alternate' type='text/html' href='http://mythoughtsonbusiness.blogspot.com/2012/04/gary-hamel-on-future-of-management.html' title='Gary Hamel on the Future of Management'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11295252514445251603</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9T4eHoOKAg9CMzq8Y91PMKpvEX_WevdSSNjOVJ-2cxA95OVD8vNB51geebm-MF4u9Vpkw4xbykHegw5ChRcvANt6aCFFFnqHR47iq9_UgNn3Ix94SC-wNvm7qTfRw2-k64gS2rVO1Xhpq/s72-c?imgmax=800" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6474489904732268554.post-4095359435262361624</id><published>2012-04-25T11:43:00.001+05:30</published><updated>2012-04-25T11:47:18.486+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="alignment"/><category scheme="http://www.blogger.com/atom/ns#" term="Effectiveness"/><category scheme="http://www.blogger.com/atom/ns#" term="Engineering"/><category scheme="http://www.blogger.com/atom/ns#" term="Research"/><category scheme="http://www.blogger.com/atom/ns#" term="strategy"/><title type='text'>Do you know the “Effectiveness” of your Research, Development &amp; Engineering?</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&quot; width=&quot;320&quot; /&gt;

&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: left;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;A couple of questions that have plagued most RD&amp;amp;E
managers and decision makers are: &lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; margin-left: 37.5pt; text-align: left; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;a)&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;How effective is my RD&amp;amp;E? &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; margin-left: 37.5pt; text-align: left; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;b)&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;What are the returns from my RD&amp;amp;E
investments?&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;The
&lt;a href=&quot;http://www.booz.com/global/home/what_we_think/featured_content/innovation_1000_2010&quot;&gt;Booz
Global Innovation 1000 Survey&lt;/a&gt; points out that the top 20 R&amp;amp;D spenders
of the world spent $128 billion in 2009 alone; an average of 8.3% when
expressed as a % of sales.&amp;nbsp; Apparently
there is no correlation between spending huge amount of money and financial
success in the market place.&amp;nbsp; Apple,
considered as one of the most innovative companies, spent 3.1% of sales on
R&amp;amp;D and churned out phenomenally successful products while Microsoft spent
almost 16% of its sales and wasn’t as successful.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;The point is that decision makers
are essentially blind while navigating their R&amp;amp;D ship.&amp;nbsp; They are missing out on identifying the true
levers within their RD&amp;amp;E function that are most critical towards achieving
their business objectives.&amp;nbsp; Worse, they
are possibly misdirecting available funds.&amp;nbsp;
&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;RD&amp;amp;E Effectiveness can be
expressed as a ratio of the value (in $) generated by RD&amp;amp;E over time to the
RD&amp;amp;E investments ($).&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Stanley Black and Decker Inc.’s
DeWalt division is a maker of power tools for professional contractors. They
observed their customers (carpenters) in action and came out with a 12-inch
miter saw. It was a best seller!&amp;nbsp; Google
keeps coming with innovative products time and again. We all know how:&amp;nbsp; It allows engineers the freedom to work on
projects of their choice for 10% of company time.&amp;nbsp; But does that mean any company that allows
10% of company time to its engineers be as innovative as Google? Unfortunately,
NO! &amp;nbsp;Think about DeWalt again..many
companies spend a fortune on “identifying consumer needs” but then does every
product hit the sweet spot ? NO!&amp;nbsp;&amp;nbsp; Dewalt
did it because not only did it correctly identify the pain of its customers; it
also channelized its resources and learning into engineering projects which
delivered the exact product that the market always wanted.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;The
key to maximizing RD&amp;amp;E effectiveness is the capability to channelize
diverse inputs into most &lt;/span&gt;relevant projects that produce outputs which deliver
business results.&amp;nbsp; &lt;/span&gt;&lt;img alt=&quot;&quot; height=&quot;302&quot; 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&quot; width=&quot;640&quot; /&gt;&lt;span style=&quot;font-size: small;&quot;&gt; To be able to derive
sustainable extraordinary returns from their RD&amp;amp;E investments,
organizations should make an effort to &lt;/span&gt;


&lt;/div&gt;
&lt;ol style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Establish
the linkage between its strategy, projects, outputs and business targets &lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Determine
the value created by RD&amp;amp;E : IP, Knowledge, products and services&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Identify
the high impact levers of effectiveness&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;(Blog also posted on: &lt;a href=&quot;http://ers.hclblogs.com/author/chinmay-kale/&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;http://ers.hclblogs.com/author/chinmay-kale/&lt;/span&gt;&lt;/a&gt;)&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;margin-left: 37.5pt; text-indent: -0.25in;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mythoughtsonbusiness.blogspot.com/feeds/4095359435262361624/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mythoughtsonbusiness.blogspot.com/2012/04/do-you-know-effectiveness-of-your.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6474489904732268554/posts/default/4095359435262361624'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6474489904732268554/posts/default/4095359435262361624'/><link rel='alternate' type='text/html' href='http://mythoughtsonbusiness.blogspot.com/2012/04/do-you-know-effectiveness-of-your.html' title='Do you know the “Effectiveness” of your Research, Development &amp; Engineering?'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11295252514445251603</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6474489904732268554.post-4422394875236278377</id><published>2012-04-20T00:13:00.001+05:30</published><updated>2012-04-22T00:55:43.399+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="alignment"/><category scheme="http://www.blogger.com/atom/ns#" term="business"/><category scheme="http://www.blogger.com/atom/ns#" term="dashboard"/><category scheme="http://www.blogger.com/atom/ns#" term="effective"/><category scheme="http://www.blogger.com/atom/ns#" term="Research"/><category scheme="http://www.blogger.com/atom/ns#" term="strategy"/><title type='text'>Is your Research, Development &amp;amp; Engineering Strategically Aligned?</title><content type='html'>&lt;p align=&quot;justify&quot;&gt;How much and what does the Research Development &amp;amp; Engineering contribute to your organization? I’m sure people will have a lot to say about it but I doubt that anyone will provide a crisp answer articulating the true benefit derived from RD&amp;amp;E. RD&amp;amp;E sucks in millions of dollars towards new product &amp;amp; feature development. It is also the first to face budget cuts in an economic downturn. RD&amp;amp;E doesn’t produce cash directly and hence becomes an easy target to derive short term cost savings. Further, engineering managers have a hard time articulating investment returns since the benefits can accrue over a period of 2 years or more; depending on the product lifecycle. These benefits are in terms of improved market share, higher product returns, IPs, Patents etc. RD&amp;amp;E is the spine of product development organizations. Not knowing how exactly your R&amp;amp;D projects and innovation initiatives contribute to the organization and not knowing the “true” investment returns will lead to blind decisions, undefined losses and waste and most important of all, reduced competitiveness in the market.  &lt;p align=&quot;justify&quot;&gt;A Mckinsey survey of global companies points out that increased performance accountability &amp;amp; spending, use of global resources and portfolio decision processes have been some of the focus areas of change within R&amp;amp;D since 2009. (&lt;a href=&quot;http://www.mckinseyquarterly.com/RD_after_the_crisis_McKinsey_Global_Survey_results_2576&quot;&gt;http://www.mckinseyquarterly.com/RD_after_the_crisis_McKinsey_Global_Survey_results_2576&lt;/a&gt;) &lt;p align=&quot;justify&quot;&gt; To be able to make change initiatives within RD&amp;amp;E and product and project portfolio decisions effective, we need accurate answers to questions like: (a) What is the purpose of R&amp;amp;D initiative? (b) For whom is this needed /beneficiary? (SBU, CEO, Shareholders etc.) (c) What needs to be measured, how do we measure it and how often? (d) Which processes are ne&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxFitKPEkxqzJ9ToXU464W74hSMvC5e_Q9hofzi5x3IWEh6hI9N9owZXGrfK1TDz0YDzsLuJ90H56pFkTkF6F-sCUaBbppsNsJOzhB8z5iYjr9RafHtsUYiLnpx_smrx59dB6Ce0eru_v4/s1600-h/image%25255B6%25255D.png&quot;&gt;&lt;img style=&quot;border-bottom: 0px; border-left: 0px; display: inline; margin-left: 0px; border-top: 0px; margin-right: 0px; border-right: 0px&quot; title=&quot;image&quot; border=&quot;0&quot; alt=&quot;image&quot; align=&quot;left&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAxVDgdygkTHS3CpM-64WeNTzvjIXqQj-fdm2GM-X53x5gc-vo-atZhyphenhyphen-dyryWW53cBkzHDbIicDBFFSwxYLWwPIeyrInlSMOp8zO2APPue9NfUAWhHUhBPoFiMAYffb9BWYU_CT_BJke-/?imgmax=800&quot; width=&quot;417&quot; height=&quot;270&quot;&gt;&lt;/a&gt;eded for this initiative to succeed? &lt;/p&gt; &lt;p align=&quot;justify&quot;&gt;To be able to answer these questions, an organization needs to be truly strategically aligned. By this I mean that instead of being “budget controlled”, organizations need to be strategy controlled. The highest level corporate strategy should be translated and cascaded to RD&amp;amp;E strategy and objectives. Based on the RD&amp;amp;E strategy a plan for relevant products, projects and budgets should be made which needs to be followed up with an “Execution Plan” defining the required processes and functions and their KPI’s. Only then can RD&amp;amp;E be truly aligned and be an effective contributor to organization’s profitable growth and sustainability. &lt;/p&gt;  </content><link rel='replies' type='application/atom+xml' href='http://mythoughtsonbusiness.blogspot.com/feeds/4422394875236278377/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mythoughtsonbusiness.blogspot.com/2012/04/is-your-research-development.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6474489904732268554/posts/default/4422394875236278377'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6474489904732268554/posts/default/4422394875236278377'/><link rel='alternate' type='text/html' href='http://mythoughtsonbusiness.blogspot.com/2012/04/is-your-research-development.html' title='Is your Research, Development &amp;amp; Engineering Strategically Aligned?'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11295252514445251603</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAxVDgdygkTHS3CpM-64WeNTzvjIXqQj-fdm2GM-X53x5gc-vo-atZhyphenhyphen-dyryWW53cBkzHDbIicDBFFSwxYLWwPIeyrInlSMOp8zO2APPue9NfUAWhHUhBPoFiMAYffb9BWYU_CT_BJke-/s72-c?imgmax=800" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6474489904732268554.post-1813445796137609939</id><published>2012-04-13T21:48:00.000+05:30</published><updated>2012-04-19T00:04:49.585+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Effectiveness"/><category scheme="http://www.blogger.com/atom/ns#" term="Innovate"/><category scheme="http://www.blogger.com/atom/ns#" term="KPI"/><category scheme="http://www.blogger.com/atom/ns#" term="Metrics"/><title type='text'>Can your KPI’s help you innovate?</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
“Key Performance Indicators” is a universally understood term in business but commonly underutilized. &amp;nbsp;KPI’s are a tool that can help align your employees &amp;amp; Business Units to the planned strategy. Alas, the tool is only as good as the craftsman.&amp;nbsp; A global survey by “Advanced Performance Institute” indicates that 38% of CXO level respondents felt that a common vision of performance management does not exist in their companies. Another survey by API indicated that only 15% of respondents from 1100 organizations believed that all of their performance indicators were linked to the strategy of the organization.  &lt;br /&gt;
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As an example, let’s say that the objective of an organization ‘X’, which is a telecom service provider is to improve customer satisfaction. Let’s assume that the customer service department has a KPI: “Customer calls handled per day”. A troubled customer calls up and is put on hold for a minute and then is answered by a help desk executive who is unable to understand the customer’s issue or help him The customer hangs up. &lt;/div&gt;
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Is the customer serviced? Definitely not. Is the department’s KPI met?&amp;nbsp; Well, the call was handled. &amp;nbsp;Will it lead to higher customer satisfaction a.k.a organizational objective? Don’t think so.&amp;nbsp; So a measure of 5000 calls managed in a month would actually mean nothing for the organization towards achieving higher customer satisfaction.&amp;nbsp; So would complaint resolution time be a better measure for ‘X’?&amp;nbsp; What if the customer service process doesn’t facilitate the customer to register a complaint? (as seen in the example).&amp;nbsp; &lt;/div&gt;
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Organizations may have a bunch of KPI’s which they may be proudly measuring but what needs to be questioned is “are the KPI’s reflecting the true picture” and “what is it that they are hiding”?&amp;nbsp; &lt;/div&gt;
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Global product development processes are essentially complex and only organizations which innovate their way through the maze of competitors, consumers and market dynamics will be sustainable. One of the ways organizations can force themselves to innovate, in line with its strategic objectives, is by evolving KPI’s which are most relevant to them.&amp;nbsp; The business algorithm to evolve and innovate using KPI’s is &lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5fxTTBZrZn673VuCgggQWUfGeMRzz4b3n2d1oiYp-cyGKCAPUosiTd6iqa-5OJ5Vnrvm7BrYlmeCUferQuWc8o-5qNAREPB0TRgfw_mvWVZ-3Lm23StdWFCqu3_2dVDq02Eq5APPm1h-k/s1600/performance.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5fxTTBZrZn673VuCgggQWUfGeMRzz4b3n2d1oiYp-cyGKCAPUosiTd6iqa-5OJ5Vnrvm7BrYlmeCUferQuWc8o-5qNAREPB0TRgfw_mvWVZ-3Lm23StdWFCqu3_2dVDq02Eq5APPm1h-k/s200/performance.JPG&quot; width=&quot;142&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;&quot;&gt;
1.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Cascade organizational strategy down to individual goals for each functional unit&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;&quot;&gt;
2.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;For each functional unit, brainstorm and identify KPI’s which will help towards achievement of the goals&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;&quot;&gt;
3.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Roll up the KPI’s up to the organizational level. &amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;&quot;&gt;
4.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Create/Update dashboards at each level&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;&quot;&gt;
5.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Identify gaps in KPI achievement (goal achievement) &lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;&quot;&gt;
6.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Innovate and improve across product, process, technology and business model to bridge the gaps&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;&quot;&gt;
7.&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Do a re-check on strategy : Goto Step 1&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mythoughtsonbusiness.blogspot.com/feeds/1813445796137609939/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mythoughtsonbusiness.blogspot.com/2012/04/can-your-kpis-help-you-innovate.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6474489904732268554/posts/default/1813445796137609939'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6474489904732268554/posts/default/1813445796137609939'/><link rel='alternate' type='text/html' href='http://mythoughtsonbusiness.blogspot.com/2012/04/can-your-kpis-help-you-innovate.html' title='Can your KPI’s help you innovate?'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11295252514445251603</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5fxTTBZrZn673VuCgggQWUfGeMRzz4b3n2d1oiYp-cyGKCAPUosiTd6iqa-5OJ5Vnrvm7BrYlmeCUferQuWc8o-5qNAREPB0TRgfw_mvWVZ-3Lm23StdWFCqu3_2dVDq02Eq5APPm1h-k/s72-c/performance.JPG" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6474489904732268554.post-8487987991514016270</id><published>2012-04-09T10:04:00.000+05:30</published><updated>2012-04-19T00:03:14.346+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="PMO"/><category scheme="http://www.blogger.com/atom/ns#" term="Program Management"/><title type='text'>Program Management Office: It’s only as good as you want it to be</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;span style=&quot;font-family: &#39;Segoe UI&#39;, sans-serif; font-size: 10pt; line-height: 115%;&quot;&gt;Is the PMO function in your organization a powerless function managing mundane administrative &amp;amp; project management tasks? Is it treated as a mere data collector?&amp;nbsp; OR is it powerful enough to help execution teams and line managers decode the strategic goals and translate them into executable project goals?&amp;nbsp; Does the PMO actively manage strategic aspects like the project portfolio? Does it enable the senior management team to understand the grass root performance issues?&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Segoe UI&#39;, sans-serif; font-size: 10pt; line-height: 115%;&quot;&gt;It would be heartening if your answer to the last three questions is a “YES”.&amp;nbsp; Most organizations struggle to establish a strong and a strategic PMO. I think the main reason for this is ambiguity of the purpose of the PMO in the organization and lack of CXO level sponsorship.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Segoe UI&#39;, sans-serif; font-size: 10pt; line-height: 115%;&quot;&gt;As per the survey by PMO Executive Council Research, the top 3 reasons why organizations invested to build an enterprise program management office were:&lt;/span&gt;&lt;span style=&quot;font-family: Calibri, sans-serif; font-size: 10pt; line-height: 115%;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;span style=&quot;font-family: &#39;Segoe UI&#39;, sans-serif; font-size: 10pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
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&quot; /&gt;  &lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Segoe UI&#39;, sans-serif; font-size: 10pt; line-height: 115%;&quot;&gt;I think that there are more long term benefits to be reaped by making your PMO a “Strategic” function: For e.g.&amp;nbsp; Achieving strategic alignment of operations (project portfolio management), deeper and broader visibility into business performance and health, Business Context based governance and resource planning. Therefore I think that ideally organizations should look at the strategic PMO owning and facilitating the following activities:&lt;/span&gt;&lt;/div&gt;
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&quot; /&gt;&lt;span style=&quot;font-family: &#39;Segoe UI&#39;, sans-serif; font-size: 10pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Calibri, sans-serif; font-size: 11pt; line-height: 115%;&quot;&gt;Now how do organizations empower their PMO’s to be more effective and drive the necessary momentum in the execution – the answer to that is the following high level transition process which can take up to two years to achieve a steady state of operation.&amp;nbsp; The transition is not an easy process and&amp;nbsp; &lt;/span&gt;&lt;span style=&quot;font-family: Calibri, sans-serif; font-size: 11pt; line-height: 115%;&quot;&gt;requires serious commitment and sponsorship from senior management.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&quot; /&gt;&lt;span style=&quot;font-family: Calibri, sans-serif; font-size: 11pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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I believe that senior leaders are continuously looking for ways to improve the efficiency and productivity of the organization, but their focus largely rests on improving the technical aspects of product development and the efficiency of management operations is mostly overlooked.&amp;nbsp; I think that transitioning the PMO into a strategic role offers immense potential benefit in terms of higher efficiency and reduced costs over a longer term of operation. The question is how many organizations are really willing to look at their PMO seriously. &lt;/div&gt;
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&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mythoughtsonbusiness.blogspot.com/feeds/8487987991514016270/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mythoughtsonbusiness.blogspot.com/2012/04/program-management-office-its-only-as.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6474489904732268554/posts/default/8487987991514016270'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6474489904732268554/posts/default/8487987991514016270'/><link rel='alternate' type='text/html' href='http://mythoughtsonbusiness.blogspot.com/2012/04/program-management-office-its-only-as.html' title='Program Management Office: It’s only as good as you want it to be'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11295252514445251603</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6474489904732268554.post-2243625234693118797</id><published>2012-04-04T17:45:00.000+05:30</published><updated>2012-04-22T00:55:43.395+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="business"/><category scheme="http://www.blogger.com/atom/ns#" term="dashboard"/><category scheme="http://www.blogger.com/atom/ns#" term="effective"/><title type='text'>How to Build an Effective Business Dashboard</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Sometime back I was working on an assignment to conceptualize and design an engagement level dashboard. That was when I came across a very relevant dilbert comic strip where “Dogbert the Consultant” says that the business requires&lt;span style=&quot;color: green;&quot;&gt;&amp;nbsp;&lt;/span&gt;&amp;nbsp;a dashboard application to track metrics, so that the management will have more data to ignore and the business can go ahead and take decisions on “political compulsions”.&amp;nbsp; I think the dashboard story in most product and service organizations is not much different. Despite acknowledging the need and importance of a performance monitoring dashboard, organizations, business units, programs and projects consistently fail to create and maintain an effective performance dashboard. &amp;nbsp;A survey by the PMO Executive Council concludes the following:&lt;a href=&quot;http://ers.hclblogs.com/wp-content/uploads/2012/03/PMO1.png&quot; style=&quot;clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;aligncenter size-full wp-image-3317&quot; height=&quot;320&quot; src=&quot;http://ers.hclblogs.com/wp-content/uploads/2012/03/PMO1.png&quot; title=&quot;fig&quot; width=&quot;280&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Although the survey is dated 2006, my experience leads me to believe that the effectiveness numbers won’t have changed much. Despite increasing time being spent on reporting, the effectiveness of the dashboards remains low.&amp;nbsp; So, let’s address the important question:&amp;nbsp; How to make dashboards effective?&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Some of the critical steps are the following:&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;strong&gt;1.&amp;nbsp;&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;Establish a Strategic PMO&amp;nbsp; &lt;/strong&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;(More on this in my next article) &lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;The program management function becomes the pivot which establishes the governance and performance mechanisms and provides relevant data input to decision makers to steer the business engagement in the right direction. Strategic PMOs are not influenced by “Power Politics,” but create a culture of trust and transparency.&lt;/div&gt;&lt;strong&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;Source for Graphic&amp;nbsp;: Report by PMO Executive Council: “From Data to Decisions: Influencing Portfolio Outcomes Through Target Dashboards”&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/strong&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;strong&gt;2. Metric Selection&lt;/strong&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Identify relevant KPIs for the business engagement. Cover a mix of leading and lagging indicators.&amp;nbsp; Identify relevance by understanding the impact of the metric on strategic objectives.&amp;nbsp; If a metric doesn’t help you decide a course of action toward an objective, it is useless. &amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;strong&gt;3.&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;Data Collection &lt;/strong&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Data owners need to be onboarded onto the dashboard development and aligned with the PMO team. They need to be educated on the importance and need for the data and about the data collection process.&amp;nbsp; They also need to have tools to help them collect the data.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;4. &lt;strong&gt;Engage Stakeholders &lt;/strong&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Always design the dashboard with the audience in mind.&amp;nbsp; It is difficult to miss decision makers, but more effort is required to engage the ground level teams. It is important to help them identify metrics relevant to them and help them visualize their overall impact on the business.&amp;nbsp; This will help build credibility and support for the dashboard across the organization. This is critical, because most of the time people fail to provide timely data because they do not see its value.&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;strong&gt;5.&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;Data Presentation and Analysis&lt;/strong&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Representation of the metrics in an easily understandable format is very important. Decision makers want “real time” relevant data to help them make decisions on future courses of action.&amp;nbsp; Some of the standard data elements required are metric trends, actual vs. targeted values and associated analysis of what worked and what didn’t.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;strong&gt;6.&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;Continuous Realignment&lt;/strong&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;This is a primary responsibility of the strategic PMO team. They need to ensure that metrics, data owners and data analysis reflect the current context of the business. If you allow the data to be out of tune,&amp;nbsp; the purpose of the dashboard is defeated.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;The dashboard in your car gives you real time data on operational performance. You are able to refuel in time because the fuel indicator gives you a current indication of the fuel level.&amp;nbsp; The indication itself is possible because of a nice little sensor feeding real time data. The effectiveness of the dashboard in one’s car is the best inspiration one can take. &amp;nbsp;Businesses need to get their “meters” and “data sensors” in place if they really don’t want the drivers of their businesses to run out of fuel midway on the road to profitability and growth.&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mythoughtsonbusiness.blogspot.com/feeds/2243625234693118797/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://mythoughtsonbusiness.blogspot.com/2012/04/how-to-build-effective-business.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6474489904732268554/posts/default/2243625234693118797'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6474489904732268554/posts/default/2243625234693118797'/><link rel='alternate' type='text/html' href='http://mythoughtsonbusiness.blogspot.com/2012/04/how-to-build-effective-business.html' title='How to Build an Effective Business Dashboard'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11295252514445251603</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>