Sheng Wang

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20222026

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math.AP2023

Physical space approach to wave equation bilinear estimates revisit

Sheng Wang, Yi Zhou

In the paper by Klainerman, Rodnianski and Tao \cite{Klainerman-Rodnianski-Tao}, they give a physical space proof to a classical result of Klainerman and Machedon \cite{Klainerman-…

math.AP2023

Periodic Schrödinger map flow on Kähler manifolds

Sheng Wang, Yi Zhou

Wei-Yue Ding \cite{Ding 2002} proposeed a proposition about Schrödinger map flow in 2002 International Congress of Mathematicians in Beijing, which is called Wei-Yue Ding conjectur…

math.AP2022

Global well-posedness for radial extremal hypersurface equation in $(1 + 3)$ -dimensional Minkowski space-time in critical Sobolev space

Sheng Wang, Yi Zhou

In this article, we prove the global well-posedness in the critical Sobolev space $H_{r a d}^{2} (R^{2}) \times H_{r a d}^{1} (R^{2})$ for the radial tim…

Physical space approach to wave equation bilinear estimates revisit

Periodic Schrödinger map flow on Kähler manifolds

Global well-posedness for radial extremal hypersurface equation in (1+3)-dimensional Minkowski space-time in critical Sobolev space

Global well-posedness for radial extremal hypersurface equation in $(1 + 3)$ -dimensional Minkowski space-time in critical Sobolev space