### Some articles on *fermat*:

Contributions Of Leonhard Euler To Mathematics - Number Theory

... A lot of his early work on number theory was based on the works of Pierre de

... A lot of his early work on number theory was based on the works of Pierre de

**Fermat**, and developed some of**Fermat**'s ideas ... Euler proved Newton's identities,**Fermat**'s little theorem,**Fermat**'s theorem on sums of two squares, and made distinct contributions to the Lagrange's four-square theorem ... Using properties of this function he was able to generalize**Fermat**'s little theorem to what would become known as Euler's theorem ...Cyclotomic Field - Relation With

... A natural approach to proving

**Fermat**'s Last Theorem... A natural approach to proving

**Fermat**'s Last Theorem is to factor the binomial xn + yn, where n is an odd prime, appearing in one side of**Fermat**'s equation as follows ... were true, then it could have been used to rule out the existence of nontrivial solutions to**Fermat**'s equation ... Several attempts to tackle**Fermat**'s Last Theorem proceeded along these lines, and both**Fermat**'s proof for n = 4 and Euler's proof for n = 3 can be recast in these ...Wiles's Proof Of

... Wiles' proof of

**Fermat**'s Last Theorem... Wiles' proof of

**Fermat**'s Last Theorem is a proof of the modularity theorem for semistable elliptic curves released by Andrew Wiles, which, together with Ribet's theorem ... Both**Fermat**'s Last Theorem and the Modularity Theorem were almost universally considered inaccessible to proof by contemporaneous mathematicians (meaning, impossible or virtually ... category of schemes and Iwasawa theory, and other 20th-century techniques not available to**Fermat**...Pierre De

... Pierre de

**Fermat**... Pierre de

**Fermat**( 17 August 1601 or 1607/8 – 12 January 1665) was a French lawyer at the Parlement of Toulouse, France, and an amateur mathematician who is given credit for early ... He is best known for**Fermat**'s Last Theorem, which he described in a note at the margin of a copy of Diophantus' Arithmetica ...Timeline Of Abelian Varieties - Seventeenth Century

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**Fermat**studies descent for elliptic curves 1643**Fermat**poses an elliptic curve Diophantine equation 1670**Fermat**'s son published his Diophantus with notes ...Main Site Subjects

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