On real interpolation, finite differences, and estimates depending on a parameter for discretizations of elliptic boundary value problems.
On interpolation with boundary conditions.
Linear Singular Parabolic Equations in Banach Spaces.
A maximal regularity result with applications to parabolic problems with nonhomogeneous boundary conditions
Volterra integrodifferential equations of parabolic type of higher order in time in spaces
Optimal regularity for mixed parabolic problems in spaces of functions which are Hölder continuous with respect to space variables
The parabolic mixed Cauchy-Dirichlet problem in spaces of functions which are hölder continuous with respect to space variables
We give a new proof, based on analytic semigroup methods, of a maximal regularity result concerning the classical Cauchy-Dirichlet's boundary value problem for second order parabolic equations. More specifically, we find necessary and sufficient conditions on the data in order to have a strict solution which is bounded with values in (0 < < 1), with bounded with values in .
Complex interpolation for Banach spaces
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