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Fermat Theorem facts

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In an episode of star trek TNG aired in 1989 Picard states that Fermat's last theorem would still be unsolved 700 years in the future. Picard was wrong. The theorem was solved in 1995.

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Oxford University Professor Sir Andrew Wiles was awarded the Abel Prize and $700,000 in 2016 for solving a 358-year-old math problem known as “Fermat’s Last Theorem.” Fermat himself claimed to have found proof for the theorem, but the margins of his notes weren’t wide enough to contain it.

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  1. Despite the concerns of his contemporaries that Fermat's Last Theorem couldn"t be proven, Wiles undertook the project once again.

  2. It was these contributions that led Wiles to his proof of Fermat's theorem, as Wiles saw the proof as nothing more than the corollary of a restricted form of the modularity theorem.

  3. Both of Wiles" papers proving Fermat's Last Theorem were published in 1995 in the Annals of Mathematics.

  4. He tells the story of finding Fermat's Last Theorem as a child when he stopped by the local library on his way home from school.

  5. Fermat's Last Theorem (Fermat Conjecture) , which held the Guiness World Record for being the world's toughest mathematical problem until it was proven by Andrew Wiles after 358 years of unsuccessful attempts.

  6. It took mathematicians 358 years to successfully solve Fermat's Last Theorem.

  7. That, over the course of proving Fermat's Last Theorem, Andrew Wiles also proved the Taniyama–Shimura–Weil conjecture for all semistable elliptic curves, which some felt was a greater accomplishment.

  8. Fermat's Last Theorem, written out in 1637, took 358 years to solve.

  9. A proof for Fermat's Last Theorem, posed by Pierre de Fermat in 1637, was given by Sir Andrew Wiles, 358 years later.

  10. Sir Andrew Wiles was not eligible for the Field's Medal (the Nobel prize of mathematics) for his proof of Fermat's Last Theorem because he was 41, 1 year older than the age limit

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fermat theorem fact data chart about Fermat's little theorem: a visual exploration
Fermat's little theorem: a visual exploration

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