Chengyang Shao
Published 2018-05-31Version 1
The present paper aims to generalize the Schauder estimate for a class of higher-order hypo-elliptic operators. The results in the present paper apply to parabolic equations of higher order and, for example, operators like $\partial_t^2-\partial_x^3$. Generalization to systems is also directly obtained.
On Div-Curl for Higher Order
Neumann conditions for the higher order $s$-fractional Laplacian $(-Δ)^su$ with $s>1$
Generalized Evans--Krylov and Schauder type estimates for nonlocal fully nonlinear equations with rough kernels of variable orders
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