Optimal mean value estimates for the quadratic Weyl sums in two dimensions
arXiv:1508.01149
Abstract
We use decoupling theory to prove a sharp (up to losses) estimate for Vinogradov's mean value theorem in two dimensions
arXiv:1508.01149
We use decoupling theory to prove a sharp (up to losses) estimate for Vinogradov's mean value theorem in two dimensions