Sharp decouplings for three dimensional manifolds in ${\mathbb{R}}^5$

Abstract

We prove a sharp decoupling for a class of three dimensional manifolds in ${\mathbb{R}}^5$.

Minor corrections added. Final version to appear in Revista Math. Iber

References in corpus (2)

• Stability of the Brascamp-Lieb constant and applications
• Sharp bounds for the cubic Parsell-Vinogradov system in two dimensions

Cited by in corpus (1)

• On integer solutions of Parsell-Vinogradov systems