The polar equation r equals the square root of theta forms this man's spiral, while this man's cubic is satisfies the equation x cubed plus y cubed plus z cubed equals one.
The polar equation r equals the square root of theta forms this man's spiral, while this man's cubic is satisfies the equation x cubed plus y cubed plus z cubed equals one. His little theorem states that for a prime p and integer a, a to the pth power minus a is divisible by p, while this man's namesake primes are of the form 2 to the 2 to the n minus 1, and the result he is most famous for was posed in a copy of Diaphantus' Arithmetica. For 10 points, name this French mathematician whose Last Theorem was proven by Andrew Wiles.
The polar equation r equals the square root of theta forms this man's spiral, while this man's cubic is satisfies the equation x cubed plus y cubed plus z cubed equals one.
Pierre de {Fermat}