The authors introduce a class of pseudodifferential operators, whose symbols satisfy completely inhomogeneous estimates at infinity for the derivatives. Continuity properties in suitable weighted Sobolev spaces of Lp type are given and Lp microlocal properties studied
By means of a Lizorkin - Marcinkiewicz theorem about the L-p-continuity of Fourier multipliers, we i...
"Exponential Analysis of Differential Equations and Related Topics". October 15～18, 2013. edited by ...
The reappearance of what is sometimes called exotic behavior for linear and multilinear pseudodiffer...
In the present paper microlocal properties of a class of suitable Lp bounded pseudodifferential oper...
The aim of this paper is to give a brief survey about L p continuity and microlocal regularity for c...
In the paper some results of microlocal continuity for pseudodifferential operators whose symbols b...
The authors give a short survey about the LP-continuity of pseudo-differential operators both with s...
Starting from a general formulation of the characterization by dyadic crowns of Sobolev spaces, the ...
We study here a class of pseudodifferential operators with weighted symbols of Shubin type. First, w...
We consider symbols a(x, xi) with a finite number of bounded derivatives with respect to xi and of w...
It is well known in the classical literature that the pseudodifferential operators with symbols in t...
Smooth pseudodifferential operators on can be characterized by their mapping properties between Sobo...
Using a classical result of Marcinkiewicz and Lizorkin about the L-p-continuity for Fourier multipli...
Abstract. We prove a statement on the boundedness of a certain class of singu-lar type operators in ...
AbstractIn this paper we investigate Lp and Sobolev boundedness of a certain class of pseudodifferen...
By means of a Lizorkin - Marcinkiewicz theorem about the L-p-continuity of Fourier multipliers, we i...
"Exponential Analysis of Differential Equations and Related Topics". October 15～18, 2013. edited by ...
The reappearance of what is sometimes called exotic behavior for linear and multilinear pseudodiffer...
In the present paper microlocal properties of a class of suitable Lp bounded pseudodifferential oper...
The aim of this paper is to give a brief survey about L p continuity and microlocal regularity for c...
In the paper some results of microlocal continuity for pseudodifferential operators whose symbols b...
The authors give a short survey about the LP-continuity of pseudo-differential operators both with s...
Starting from a general formulation of the characterization by dyadic crowns of Sobolev spaces, the ...
We study here a class of pseudodifferential operators with weighted symbols of Shubin type. First, w...
We consider symbols a(x, xi) with a finite number of bounded derivatives with respect to xi and of w...
It is well known in the classical literature that the pseudodifferential operators with symbols in t...
Smooth pseudodifferential operators on can be characterized by their mapping properties between Sobo...
Using a classical result of Marcinkiewicz and Lizorkin about the L-p-continuity for Fourier multipli...
Abstract. We prove a statement on the boundedness of a certain class of singu-lar type operators in ...
AbstractIn this paper we investigate Lp and Sobolev boundedness of a certain class of pseudodifferen...
By means of a Lizorkin - Marcinkiewicz theorem about the L-p-continuity of Fourier multipliers, we i...
"Exponential Analysis of Differential Equations and Related Topics". October 15～18, 2013. edited by ...
The reappearance of what is sometimes called exotic behavior for linear and multilinear pseudodiffer...
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