On the restricted Waring problem over $
Volume 92 / 2000
Acta Arithmetica 92 (2000), 109-113
DOI: 10.4064/aa-92-2-109-113
Abstract
1. Introduction. The Waring problem for polynomial cubes over a finite field F of characteristic 2 consists in finding the minimal integer m ≥ 0 such that every sum of cubes in F[t] is a sum of m cubes. It is known that for F distinct from
