activity
20102026
most citedLiouville type theorems for fractional and higher order Hénon-Hardy type equations via the method of scaling spheres

52 citations · 293 across the 36 of their papers we have counts for

collaborators

36 papers

math.AP2026

Global existence for quasilinear wave equations on hyperbolic space

Wei Dai, Chengbo Wang

The main purpose of this paper is to study the global solvability for a general class of quasilinear shifted wave equations on hyperbolic spaces, for smooth initial data with small…

math.AP2023★ 2 cited

Method of scaling spheres: Liouville theorems in inner or outer (unbounded or bounded) generalized radially convex domains, blowing-up analysis on domains with not necessarily boundary and other applications

Wei Dai, Guolin Qin

In this paper, we aim to introduce the method of scaling spheres (MSS) as a unified approach to Liouville theorems on general domains in , and apply it to establish Li…

math.AP2023

The Maxwell-Klein-Gordon equation with scattering data

Wei Dai, He Mei, Dongyi Wei +1

It has been shown in [Yang-Yu 2019] that general large solutions to the Cauchy problem for the Maxwell-Klein-Gordon system (MKG) in the Minkowski space decay lik…

math.AP2023★ 1 cited

The global behaviors for defocusing wave equations in two dimensional exterior region

Wei Dai

We study the defocusing semilinear wave equation in with the Dirichlet boundary condition, where is a star-s…

math.AP2022

Uniform a priori estimates for -th order Lane-Emden system in with

Wei Dai, Leyun Wu

In this paper, we establish uniform a priori estimates for positive solutions to the (higher) critical order superlinear Lane-Emden system in bounded domains with Navier boundary c…

math.OC2022

A Generic Closed-form Optimal Step-size for ADMM

Yifan Ran, Wei Dai

In this work, we present a generic step-size choice for the ADMM type proximal algorithms. It admits a closed-form expression and is theoretically optimal with respect to a worst-c…