tag:blogger.com,1999:blog-9004452969563620551.post7098372474868114008..comments2019-05-15T12:04:42.529+05:30Comments on Paramanand's Math Notes: Abel and the Insolvability of the Quintic: Part 4Unknownnoreply@blogger.comBlogger4125tag:blogger.com,1999:blog-9004452969563620551.post-48302141704809729362015-07-11T08:56:50.581+05:302015-07-11T08:56:50.581+05:30@Asvin
You are right. The proof in my post also do...@Asvin<br />You are right. The proof in my post also does the same but does not mention the word Euclidean Algorithm.<br /><br />Regards,<br />ParamanandParamanand Singhhttps://www.blogger.com/profile/03855838138519730072noreply@blogger.comtag:blogger.com,1999:blog-9004452969563620551.post-51409058742376181842015-07-10T21:27:20.061+05:302015-07-10T21:27:20.061+05:30This is rather late but:
The roots of unity defin...This is rather late but:<br /><br />The roots of unity defined in the proof of the first theorem are both p-th roots and 3-rd roots. This alone forces them to be equal to 1 by the euclidean algorithm since p>3. Am I missing something?Asvin Gothandaramanhttps://www.blogger.com/profile/10958026421040401464noreply@blogger.comtag:blogger.com,1999:blog-9004452969563620551.post-40585551568739234272014-03-23T17:38:06.770+05:302014-03-23T17:38:06.770+05:30@rob,
The best online source is google. You type a...@rob,<br />The best online source is google. You type any damn topic (e.g "Ramanujan's series for pi") in google and you get a list of papers by Bruce C Berndt and hopefully my blog. Of course this is not a step by step approach, but enough online searches will give you access to many papers and old classic books (whose copyright is expired) and these will help you a lot.<br /><br />Another great site is the Q&A http://math.stackexchange.com where you can ask any mathematics question and the users there will help you a lot (much more than any regular teacher or professors).Apart from that you must have access to some books (a list is mentioned in my bibliography section) either through a library or a direct purchase.<br /><br />You can see a list of math blogs at http://www.mathblogging.org/ and some of these blogs are really a good source of studying mathematics.Paramanand Singhhttps://www.blogger.com/profile/03855838138519730072noreply@blogger.comtag:blogger.com,1999:blog-9004452969563620551.post-16410461094430125312014-03-23T16:05:28.540+05:302014-03-23T16:05:28.540+05:30may i know some of the online sources which help y...may i know some of the online sources which help you to understand the mathematics?robnoreply@blogger.com