A remark on a theorem of the Goldbach Waring type
arXiv:math/0211038
Abstract
Is is shown that all but O(x^{23207/23240}) even integers N<x can be written as the sum of a square, a cube, a forth and a fifth power of a prime.
arXiv:math/0211038
Is is shown that all but O(x^{23207/23240}) even integers N<x can be written as the sum of a square, a cube, a forth and a fifth power of a prime.