8 citations · 9 across the 5 of their papers we have counts for
6 papers
Blow-up phenomena for the -Yamabe equation
Bin Deng, Han Lu, Jun-cheng Wei
For every integer , we construct a smooth metric on that is invariant under the antipodal map and is not locally conformally flat. For this fixed background m…
Quantitative stability of harmonic maps from to with higher degree
Bin Deng, Liming Sun, Juncheng Wei
For degree harmonic maps from (or ) to , Bernand-Mantel, Muratov and Simon \cite{bernand2021quantitative} recently establish a un…
Non-degeneracy and quantitative stability of half-harmonic maps from to
Bin Deng, Liming Sun, Juncheng Wei
We consider half-harmonic maps from (or ) to . We prove that all (finite energy) half-harmonic maps are non-degenerate. In other words, they ar…
Sharp quantitative estimates of Struwe's Decomposition
Bin Deng, Liming Sun, Juncheng Wei
Suppose . In a seminal work, Struwe proved that if and then , whe…
Classification of Blow-ups and Monotonicity Formula for Half Laplacian Nonlinear Heat Equation
Bin Deng, Yannick Sire, Juncheng Wei +1
We consider the nonlinear half laplacian heat equation We prove that all blows-up are type I, provided…
The Neumann problem for a class of fully nonlinear elliptic partial differential equations
Bin Deng
In this paper, we establish a global estimates to the Neumann problem for a class of fullly nonlinear elliptic equations. By the method of continuity, we establish the existe…