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20122026
most citedGeneric and non-generic behavior of solutions to the defocusing energy critical wave equation with potential in the radial case

7 citations · 11 across the 7 of their papers we have counts for

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9 papers · 1 filter

math.AP2026

Symmetric hyperbolic Schrödinger equations on tori

Baoping Liu, Xu Zheng

In this paper, we study the symmetric hyperbolic Schrödinger equations in the periodic setting. First, we prove full range Strichartz estimates on general tori by adapting Bourgain…

math.AP2025

On sharp Strichartz estimate for hyperbolic Schrödinger equation on

Baoping Liu, Xu Zheng

We prove the sharp Strichartz estimate for hyperbolic Schrödinger equation on via an incidence geometry approach. As application, we obtain optimal local well-posed…

math.AP2025

The large time asymptotics of nonlinear multichannel Schroedinger equations

Baoping Liu, Avy Soffer

We consider the Schroedinger equation with a general interaction term, which is localized in space. The interaction may be x, t dependent and non-linear. Purely non-linear parts of…

math.AP2023

Wellposedness for the KdV hierarchy

Friedrich Klaus, Herbert Koch, Baoping Liu

We prove a version of wellposedness for all equations of the KdV hierarchy in . Ingredients are 1) The Miura map which allows to define the Gardner hierarchy through the ge…

math.AP2020

A General Scattering theory for Nonlinear and Non-autonomous Schroedinger Type Equations- A Brief description

Baoping Liu, Avy Soffer

We give a short description of the proof of asymptotic-completeness for NLS-type equations, including time dependent potential terms, with radial data in three dimensions. We also…

math.AP2020

On Threshold Solutions of equivariant Chern-Simons-Schrödinger Equation

Zexing Li, Baoping Liu

We consider the self-dual Chern-Simons-Schrödinger model in two spatial dimensions. This problem is -critical. Under equivariant setting, global wellposedness and scattering w…