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????Sir. Andrew John Wiles: The Mathematical GENIUS who achieved WORLD FAME for demonstrating FERMAT's LAST Theorem in 1995, marvel at his INCREDIBLE Story ???? 0:00 Introduction, Who was Andrew Wiles? 1:43 Math Rocks Fest Announcement 2:26 The Biography of Andrew Wiles 8:27 FERMAT's LAST Theorem 11:34 How Andre Wiles PROVED FERMAT's LAST Theorem 15:31 Other contributions from Andrew Wiles 17:30 Curiosities of Andrew Wiles ???? Complete Calculus Course at HARVARD Level • Harvard Level Calculus 01.- Functions ... More videos that will HELP you ???????? https://www.youtube.com/c/MathRocks?s... ???? JOIN the CHANNEL discover 720 videos and 19 complete EXCLUSIVE COURSES / @mathrocks Wiles was able to prove Fermat's last theorem from the connection, outlined by Frey, and demonstrated by Ken Ribet in 1985, that a The proof of the so-called Taniyama–Shimura conjecture would lead directly to a proof of Fermat’s Last Theorem. In short, the Taniyama–Shimura conjecture states that every elliptic curve can be uniquely associated with a mathematical object called a modular form. If Fermat’s Last Theorem were false, then there would exist an elliptic curve such that it cannot be associated with any modular form, and therefore the Taniyama–Shimura conjecture would be false. Therefore, Taniyama–Shimura proves Fermat’s Last Theorem. The proof of the Taniyama–Shimura conjecture was already a major challenge, as it was one of the points of the so-called Langlands Program, the aim of which is to unify areas of mathematics that are apparently unrelated to each other. Wiles spent the next 8 years after Ribet's proof in complete isolation working on the problem, which is an unusual way of working in mathematics, where it is common for mathematicians from all over the world to share their ideas often. In order not to arouse suspicion, Wiles published articles periodically, as any mathematician from any university in the world would do. ► COMPLETE MATH COURSES / mathrocks #pythagoras #wiles #fermat ???? FOLLOW ME on IG ►► themathrocks