tag:blogger.com,1999:blog-23104312.post2804564670799778397..comments2024-02-22T19:15:31.889+05:30Comments on उन्मुक्त: दस खरब असाधारण शून्य सीधी पंक्ति में हैंउन्मुक्तhttp://www.blogger.com/profile/13491328318886369401noreply@blogger.comBlogger6125tag:blogger.com,1999:blog-23104312.post-20382194710659199812013-03-05T07:50:57.263+05:302013-03-05T07:50:57.263+05:30गणित का विस्तार भी कहां-कहां तक है। जय हो।गणित का विस्तार भी कहां-कहां तक है। जय हो।अनूप शुक्लhttp://hindini.com/fursatiyanoreply@blogger.comtag:blogger.com,1999:blog-23104312.post-7067804600388827662013-03-03T13:45:49.472+05:302013-03-03T13:45:49.472+05:30यदि एक रेखा में सारे अंक आ रहे हैं तो सूत्र सिद्धप...यदि एक रेखा में सारे अंक आ रहे हैं तो सूत्र सिद्धप्राय है।प्रवीण पाण्डेयhttps://www.blogger.com/profile/10471375466909386690noreply@blogger.comtag:blogger.com,1999:blog-23104312.post-76766762486876332382013-03-03T04:20:28.846+05:302013-03-03T04:20:28.846+05:30If I was writing it in English then I would have w...If I was writing it in English then I would have written like this:<br />'If the two coordinates are values for latitude and ongitude and Riemann Zeta Function returns the altitude for every point on a mathematical landscape then all points having zero altitude would be in a straight line. It is like saying that all points on sea level are in a straight line.'<br /><br />It is just possible that I might not have been able to correctly translate it in Hindi. It is difficult concept. 30th April 1945 issue of Time magazine said,<br />'No laymen has been able to understand it and no mathematician has ever proved it.'<br /><br />What to say about laymen, even many mathematicians don't understand it. It is not an easy concept.उन्मुक्तhttps://www.blogger.com/profile/13491328318886369401noreply@blogger.comtag:blogger.com,1999:blog-23104312.post-60095904407115782112013-03-02T18:10:41.646+05:302013-03-02T18:10:41.646+05:30Thanks God Mathematics is not being taught in Hind...Thanks God Mathematics is not being taught in Hindi , else it would have become complicated. This post seemed confusing to me a little . I had to open wiki to read Euler–Riemann zeta function, ζ(s)to set back the concept in mind. Shwetanoreply@blogger.comtag:blogger.com,1999:blog-23104312.post-68333614684179935962013-03-02T10:59:37.631+05:302013-03-02T10:59:37.631+05:30बहुत ही उपयोगी और सार्थक प्रस्तुति.बहुत ही उपयोगी और सार्थक प्रस्तुति.Rajendra kumarhttps://www.blogger.com/profile/00010996779605572611noreply@blogger.comtag:blogger.com,1999:blog-23104312.post-30486185019076458972013-03-02T08:19:41.705+05:302013-03-02T08:19:41.705+05:30अब समझ में आता है कि गणित शास्त्रों की रानी क्यों ...अब समझ में आता है कि गणित शास्त्रों की रानी क्यों हैं ?Arvind Mishrahttps://www.blogger.com/profile/02231261732951391013noreply@blogger.com