Local Hölder estimates for non-uniformly variable exponent elliptic equations in divergence form. Issue 1 (18th December 2017) - Yao, Fengping
Abstract : In this paper we obtain the local Hölder regularity of the gradients of weak solutions for a class of non-uniformly nonlinear variable exponent elliptic equations in divergence form including the following special model under some proper assumptions on A i and the Hölder continuous functions f, p i ( x ) for i = 1, 2.