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Quantitative stratification and optimal regularity for harmonic almost complex structures
Chang-Yu Guo, Ming-Lun Liu, Chang-Lin Xiang
In a recent interesting work [15], W.Y. He established the important partial regularity theory and the almost optimal higher regularity theory for energy minimizing harmonic almost…
-regularity of a geometrically nonlinear system in supercritical dimensions
Chang-Yu Guo, Chang-Lin Xiang, Ming-Lun Liu
In a recent work, Gastel and Neff introduced an interesting system from a geometrically nonlinear flat cosserat micropolar model and established interior regularity in the critical…
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…