Fermat’s Last Theorem was far from the only discovery to emerge from the construction of this bridge. Mathematicians have used it, for instance, to prove the Sato-Tate conjecture, ...

Fermat’s last theorem, a riddle put forward by one of history’s great mathematicians, had baffled experts for more than 300 years. Then a genius toiled in secret for seven years to solve it ...

Solving Fermat: Andrew Wiles Andrew Wiles devoted much of his entire career to proving Fermat's Last Theorem, the world's most famous mathematical problem.

Investing in catastrophe bonds was the most profitable hedge fund strategy of 2023. John Seo used his physics background to develop a winning formula for his fund, Fermat, in a market that’s ...

Fermat helps brands embed shopping experiences directly in influencer content. Here's the pitch deck they used to raise $12 million in seed funding.

Mathematics professor Andrew Wiles has won a prize for solving Fermat's Last Theorem. He's seen here with the problem written on a chalkboard in his Princeton, N.J., office, back in 1998.

Fermat's last theorem is also connected to another deep question in number theory called the abc conjecture, Rognes points out. Mathematician Shinichi Mochizuki of Kyoto University's Research ...

Math That Helped Solve Fermat’s Theorem Now Safeguards the Digital World The mathematicians who toiled on the famous enigma also devised powerful forms of end-to-end encryption. Share full article ...

Fermat’s Room Spain Production: A Manga Films release of a Notro Films, Bocaboca production, with participation of TVC, Cuatro, Canal Plus. (International sales: Notro, Madrid.) Produced by ...

Fermat numbers have what mathematicians sometimes describe as a “beautiful mathematical form,” involving powers of 2. They were of interest 400 years ago and are now the subject of a wide ...

Fermat's Last Theorem is a conjecture stated around 1637 by the French mathematician Pierre de Fermat that if n is a positive integer greater than 2, no positive integers x, ...

Fermat’s spiral, in particular, “is a natural basis for this inward draw.” For those who prefer a more natural look, all it takes is a close-up view of a daisy’s central disk. Questions or ...