We solve second order parabolic equations with nonsmooth coefficients and initial data in suitable uniform spaces. We also show the smoothing effect of the corresponding analytic semigroup depending on the integrability properties of the coefficients. Robustness with respect to perturbations in the coefficients is also obtained
In this paper we prove global bounds on the spatial gradient of viscosity solutions to second order ...
In this paper we prove global bounds on the spatial gradient of viscosity solutions to second order ...
We deal with solutions of the Cauchy problem to linear both homogeneous and nonhomogeneous parabolic...
We analyze the linear theory of parabolic equations in uniform spaces. We obtain sharp L p Lq-type ...
Linear 2m-th order uniformly elliptic operators are shown to generate semigroups of bounded linear o...
AbstractWe prove optimal Hölder regularity results for the solutions to second order variational par...
summary:The purpose of this paper is to derive the error estimates for discretization in time of a s...
We study linear perturbations of analytic semigroups defined on a scale of Banach spaces. Fitting th...
We consider semidiscrete solutions in quasi-uniform finite element spaces of order O(hr) of the init...
We consider semidiscrete solutions in quasi-uniform finite element spaces of order O(hr) of the init...
Linear 2m-th order uniformly elliptic operators are shown to generate semigroups of bounded linear o...
In this paper we prove global bounds on the spatial gradient of viscosity solutions to second order ...
In this paper we prove global bounds on the spatial gradient of viscosity solutions to second order ...
In this paper we prove global bounds on the spatial gradient of viscosity solutions to second order ...
In this paper we prove global bounds on the spatial gradient of viscosity solutions to second order ...
In this paper we prove global bounds on the spatial gradient of viscosity solutions to second order ...
In this paper we prove global bounds on the spatial gradient of viscosity solutions to second order ...
We deal with solutions of the Cauchy problem to linear both homogeneous and nonhomogeneous parabolic...
We analyze the linear theory of parabolic equations in uniform spaces. We obtain sharp L p Lq-type ...
Linear 2m-th order uniformly elliptic operators are shown to generate semigroups of bounded linear o...
AbstractWe prove optimal Hölder regularity results for the solutions to second order variational par...
summary:The purpose of this paper is to derive the error estimates for discretization in time of a s...
We study linear perturbations of analytic semigroups defined on a scale of Banach spaces. Fitting th...
We consider semidiscrete solutions in quasi-uniform finite element spaces of order O(hr) of the init...
We consider semidiscrete solutions in quasi-uniform finite element spaces of order O(hr) of the init...
Linear 2m-th order uniformly elliptic operators are shown to generate semigroups of bounded linear o...
In this paper we prove global bounds on the spatial gradient of viscosity solutions to second order ...
In this paper we prove global bounds on the spatial gradient of viscosity solutions to second order ...
In this paper we prove global bounds on the spatial gradient of viscosity solutions to second order ...
In this paper we prove global bounds on the spatial gradient of viscosity solutions to second order ...
In this paper we prove global bounds on the spatial gradient of viscosity solutions to second order ...
In this paper we prove global bounds on the spatial gradient of viscosity solutions to second order ...
We deal with solutions of the Cauchy problem to linear both homogeneous and nonhomogeneous parabolic...