by Simon Singh · 1 Jan 1997 · 289pp · 85,315 words
. The Last Theorem is at the heart of an intriguing saga of courage, skulduggery, cunning and tragedy, involving all the greatest heroes of mathematics. Fermat’s Last Theorem has its origins in the mathematics of ancient Greece, two thousand years before Pierre de Fermat constructed the problem in the form we know it
by Steven Strogatz · 31 Mar 2019 · 407pp · 116,726 words
. Her earliest triumphs were in number theory, where she made important contributions to one of the most difficult unsolved problems in that field, known as Fermat’s last theorem. When she felt she’d made a breakthrough, she wrote to the world’s greatest number theorist (and one of the greatest mathematicians of all
by Simon Singh · 29 Oct 2013 · 262pp · 65,959 words
The Simpsons. In one sequence alone, there is a tribute to history’s most elegant equation, a joke that only works if you know about Fermat’s last theorem, and a reference to a $1 million mathematics problem. All of this is embedded within a narrative that explores the complexities of higher-dimensional geometry
by Marcus Du Sautoy · 26 Apr 2004 · 434pp · 135,226 words
the moment. Memories were still fresh with the excitement of a few years earlier when an English mathematician, Andrew Wiles, had announced a proof of Fermat’s Last Theorem in a lecture delivered in Cambridge in June 1993. Wiles had proved that Fermat had been right in his claim that the equation xn + yn
by Marcus Du Sautoy · 18 May 2016
atom thick. And in my lifetime the subject to which I would eventually dedicate myself, mathematics, has seen some of the great enigmas finally resolved: Fermat’s Last Theorem and the Poincaré conjecture, two challenges that had outfoxed generations of mathematicians. New mathematical tools and insights have opened up hidden pathways to navigate the
by Jordan Ellenberg · 14 May 2021 · 665pp · 159,350 words
classic Pierre de Fermat. If you’ve heard his name at all, it’s not because of Fermat’s Little Theorem, but the other FLT, Fermat’s Last Theorem, which was neither his theorem nor the last thing he did; it was a conjecture about numbers Fermat jotted down in the margin of his
by Stephen Hawking · 28 Mar 2007
nontrivial solutions in integers for n > 2. The Arabs made same progress for the cases n = 3 and n = 4, however, the complete proof of Fermat’s Last Theorem did not come until 1995. In the fifty years before Gauss, Lagrange had provided the first proof that every integer can be expressed as the
by Marcus Du Sautoy · 7 Mar 2019 · 337pp · 103,522 words
as a mathematician was getting a theorem published in the Annals of Mathematics. It is the journal in which Andrew Wiles published his proof of Fermat’s Last Theorem. It is the mathematician’s Nature. So how long would it be before we might expect to see a paper in the Annals of Mathematics
by Harold Abelson, Gerald Jay Sussman and Julie Sussman · 25 Jul 1996 · 893pp · 199,542 words
Euler in 1736 (and an earlier, identical proof was discovered in the unpublished manuscripts of Leibniz). The most famous of Fermat's results – known as Fermat's Last Theorem – was jotted down in 1637 in his copy of the book Arithmetic (by the third-century Greek mathematician Diophantus) with the remark “I have discovered
…
a truly remarkable proof, but this margin is too small to contain it.” Finding a proof of Fermat's Last Theorem became one of the most famous challenges in number theory. A complete solution was finally given in 1995 by Andrew Wiles of Princeton University. 46
by Harold Abelson, Gerald Jay Sussman and Julie Sussman · 1 Jan 1984 · 1,387pp · 202,295 words
Euler in 1736 (and an earlier, identical proof was discovered in the unpublished manuscripts of Leibniz). The most famous of Fermat’s results—known as Fermat’s Last Theorem—was jotted down in 1637 in his copy of the book Arithmetic (by the third-century Greek mathematician Diophantus) with the remark “I have discovered
by John Derbyshire · 14 Apr 2003
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