Using a standard linearization technique and previously obtained microlocal properties for pseudodifferential operators with smooth coefficients, the authors state results of microlocal regularity in generalized Besov spaces for solutions to nonlinear PDE
In this paper, we derive new regularity theorems for the Dirichlet problem in a Lipschitz domain #OM...
Dahlke S, Diening L, Hartmann C, Scharf B, Weimar M. Besov regularity of solutions to the $p$-Poisso...
We use the scale of Besov spaces B α τ,τ (O), 1/τ = α/d+1/p, α > 0, p fixed, to study the spatial...
In the present paper microlocal properties of a class of suitable Lp bounded pseudodifferential oper...
The consecutive numbering of the publications is determined by their chronological order. The aim of...
The regularity properties of nonlocal fractional elliptic and parabolic equations in vector-valued B...
This paper studies the regularity of solutions to boundary value problems for Laplace's equation on ...
This paper is concerned with the regularity of solutions to specific elliptic boundary value problem...
In this lecture, we will discuss theory of microlocale analysis for nonlinear equations F [u] = F (...
Abstract. This paper addresses questions of existence and regularity of solu-tions to linear partial...
AbstractThis paper is concerned with the regularity of the solutions to elliptic boundary value prob...
We establish the higher fractional differentiability of the solutions to nonlinear elliptic equation...
Rang M. Regularity results for nonlocal fully nonlinear elliptic equations. Bielefeld: Universitätsb...
In this paper, we study the regularity of solutions to the p-Poisson equation for all 1 < p <∞...
The aim of this paper is to give a brief survey about L p continuity and microlocal regularity for c...
In this paper, we derive new regularity theorems for the Dirichlet problem in a Lipschitz domain #OM...
Dahlke S, Diening L, Hartmann C, Scharf B, Weimar M. Besov regularity of solutions to the $p$-Poisso...
We use the scale of Besov spaces B α τ,τ (O), 1/τ = α/d+1/p, α > 0, p fixed, to study the spatial...
In the present paper microlocal properties of a class of suitable Lp bounded pseudodifferential oper...
The consecutive numbering of the publications is determined by their chronological order. The aim of...
The regularity properties of nonlocal fractional elliptic and parabolic equations in vector-valued B...
This paper studies the regularity of solutions to boundary value problems for Laplace's equation on ...
This paper is concerned with the regularity of solutions to specific elliptic boundary value problem...
In this lecture, we will discuss theory of microlocale analysis for nonlinear equations F [u] = F (...
Abstract. This paper addresses questions of existence and regularity of solu-tions to linear partial...
AbstractThis paper is concerned with the regularity of the solutions to elliptic boundary value prob...
We establish the higher fractional differentiability of the solutions to nonlinear elliptic equation...
Rang M. Regularity results for nonlocal fully nonlinear elliptic equations. Bielefeld: Universitätsb...
In this paper, we study the regularity of solutions to the p-Poisson equation for all 1 < p <∞...
The aim of this paper is to give a brief survey about L p continuity and microlocal regularity for c...
In this paper, we derive new regularity theorems for the Dirichlet problem in a Lipschitz domain #OM...
Dahlke S, Diening L, Hartmann C, Scharf B, Weimar M. Besov regularity of solutions to the $p$-Poisso...
We use the scale of Besov spaces B α τ,τ (O), 1/τ = α/d+1/p, α > 0, p fixed, to study the spatial...