1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.AP2025
Quantitative regularity for minimizing intrinsic fractional harmonic maps
Y. -Y. Wang, C. -L. Xiang, G. -F. Zheng
In this note, we study compactness and regularity theory of minimizing intrinsic fractional harmonic mappings introduced by Moser and Roberts. Based on the partial regularity theor…
math.AP2024
A global regularity theory for shpere-valued fractional harmonic maps
Yu He, ChangLin Xiang, GaoFeng Zheng
In this paper we consider sphere-valued stationary/minimizing fractional harmonic mappings introduced in recent years by several authors, especially by Millot-Pegon-Schikorra \cite…
math.AP2024★ 1 cited
Optimal higher regularity for biharmonic maps via quantitative stratification
Chang-Yu Guo, Gui-Chun Jiang, Chang-Lin Xiang +1
This little note is devoted to refining the almost optimal regularity results of Breiner and Lamm \cite{Breiner-Lamm-2015} on minimizing and stationary biharmonic maps via the powe…