Math.
the theorem that an integer raised to a prime power leaves the same remainder as the integer itself when divided by the prime.
[ 1805-15; named after P. de FERMAT ]
Math.
the theorem that an integer raised to a prime power leaves the same remainder as the integer itself when divided by the prime.
[ 1805-15; named after P. de FERMAT ]
Random House Webster's Unabridged English dictionary. Полный английский словарь Вебстер - Random House . 2012