Tongou Yang

activity

20192025

l^{2}

-decoupling in

R^{2}

for Polynomials

6 citations · 12 across the 10 of their papers we have counts for

collaborators

Showing 2024Show all

2 papers · 1 filter

math.CA2024

Two principles of decoupling

Jianhui Li, Tongou Yang

We put forward a radial principle and a degeneracy locating principle of decoupling. The former generalises the Pramanik-Seeger argument used in the proof of decoupling for the lig…

math.CA2024

Sharp $ℓ^{q} (L^{p})$ decoupling for paraboloids

Tongou Yang

In this short expository note, we prove the following result, which is a special case of the main theorem in arXiv:2011.09451. For each $n \geq 2$ and $p, q \in [2, \infty]$ , we pro…

Two principles of decoupling

Sharp ℓq(Lp) decoupling for paraboloids

Sharp $ℓ^{q} (L^{p})$ decoupling for paraboloids