Maximal regularity via reverse H¨ older inequalities for elliptic systems of n -Laplace

A priori regularity for weak solutions of some nonlinear elliptic equations.. Annales

Using a result due to John and Nirenberg we prove that when g has non positive values and is of exponential or subexponential type any nonnegative solution u

Key words : Quasilinear elliptic systems, regularity, a priori estimates, local behavior, univalent mapings, Jacobian, integrals of Cauchy type, two-dimensional

The monotone bounded solution u 0 of the Peierls-Nabarro problem (1.12) in R is explicit.. To prove this existence result, we will use the following non-sharp energy es- timate for

O P ELA ˇ , Quasiregular gradient mappings and strong solutions of elliptic equations, In: “The p-harmonic Equation and Recent Advances in Analysis”, P.. Poggi-Corradini

WOLANSKI, Uniform estimates and limits for a two phase parabolic singular perturbation problem, Indiana Univ. WOLANSKI, Pointwise and viscosity

elliptic, Theorem 9.1 holds true for spaces of holomorphic functions in every bounded domain in C with real analytic

Thus one deduces the following statement : PROPOSITION 10.. tails the knowledge of the domain of regularity f2 # Rn for the original operator Ao.. , En] we denote