MathDB
Hungary-Israel Binational 2006_1

Source:

October 27, 2008
modular arithmeticinductionnumber theory unsolvednumber theory

Problem Statement

If natural numbers x x, y y, p p, n n, k k with n>1 n > 1 odd and p p an odd prime satisfy x^n \plus{} y^n \equal{} p^k, prove that n n is a power of p p.