Add to ORKGWe show that general systems of elliptic differential operators have a bounded H∞-functional calculus in Lp spaces, provided the coefficients satisfy only minimal regularity assumptions
Abstract. We show that a subspace S of the space of real analytical functions on a manifold that sat...
Let {\boldsymbol{L}} be a second order uniformly elliptic operator, and consider the equation u=f{\...
International audienceIn this paper we give some new results on second order differential-operator e...
We consider one-dimensional inhomogeneous parabolic equations with higher-order elliptic differentia...
Using a classical result of Marcinkiewicz and Lizorkin about the L-p-continuity for Fourier multipli...
In this paper we consider the Laplace operator with Dirichlet boundary conditions on a smooth domain...
We consider the elliptic differential operator defined as the sum of the minimum and the maximum eig...
ABSTRACT. The objective of this paper is to generalize the results of.Lax and Phillips [4] and Walke...
Abstract. This paper addresses questions of existence and regularity of solu-tions to linear partial...
In this paper we show that the Lp-reslization of a vector-valued elliptic boundary value problem (A,...
Starting from a general formulation of the characterization by dyadic crowns of Sobolev spaces, the ...
In this article we demonstrate that the solutions of a certain class of non-linear elliptic systems ...
Let ? be a space of homogeneous type. The aims of this paper are as follows. i) Assuming that T is a...
We prove the global Lp-boundedness of Fourier integral operators that model the parametrices for hyp...
Under suitable conditions on the functions a 2 C N 2 ), F 2 C ), and V : R [0; 1), we...
Abstract. We show that a subspace S of the space of real analytical functions on a manifold that sat...
Let {\boldsymbol{L}} be a second order uniformly elliptic operator, and consider the equation u=f{\...
International audienceIn this paper we give some new results on second order differential-operator e...
We consider one-dimensional inhomogeneous parabolic equations with higher-order elliptic differentia...
Using a classical result of Marcinkiewicz and Lizorkin about the L-p-continuity for Fourier multipli...
In this paper we consider the Laplace operator with Dirichlet boundary conditions on a smooth domain...
We consider the elliptic differential operator defined as the sum of the minimum and the maximum eig...
ABSTRACT. The objective of this paper is to generalize the results of.Lax and Phillips [4] and Walke...
Abstract. This paper addresses questions of existence and regularity of solu-tions to linear partial...
In this paper we show that the Lp-reslization of a vector-valued elliptic boundary value problem (A,...
Starting from a general formulation of the characterization by dyadic crowns of Sobolev spaces, the ...
In this article we demonstrate that the solutions of a certain class of non-linear elliptic systems ...
Let ? be a space of homogeneous type. The aims of this paper are as follows. i) Assuming that T is a...
We prove the global Lp-boundedness of Fourier integral operators that model the parametrices for hyp...
Under suitable conditions on the functions a 2 C N 2 ), F 2 C ), and V : R [0; 1), we...
Abstract. We show that a subspace S of the space of real analytical functions on a manifold that sat...
Let {\boldsymbol{L}} be a second order uniformly elliptic operator, and consider the equation u=f{\...
International audienceIn this paper we give some new results on second order differential-operator e...