On Waring's problem: some consequences of Golubeva's method

Abstract

We investigate sums of mixed powers involving two squares, two cubes, and various higher powers, concentrating on situations inaccessible to the Hardy-Littlewood method.

References in corpus (2)

• On Waring's problem: two squares and three biquadrates
• On Waring's problem: two squares, two cubes and two sixth powers

Cited by in corpus (1)

• Diagonal cubic forms and the large sieve