We study Fredholm properties for a special class of elliptic pseudo-differential operators. Using a local principle we give boundedness theorems for such operators and describe their Fredholm properties in Sobolev-Slobodetskii spaces of a variable order. For a half-space case we introduce a certain operator family which helps describing Fredholm propertie
20 pagesInternational audienceRelated to a semigroup of operators on a metric measure space, we defi...
AbstractWe construct an algebra of pseudo-differential boundary value problems that contains the cla...
We introduce a digital pseudo-differential operator acting in discrete Sobolev--Slobodetskii spaces ...
We study Fredholm properties for a special class of elliptic pseudo-differential operators. Using a ...
We consider pseudo-differential operators in a bounded domain of Euclidean m-dimensional space. A bo...
A new class of elliptic pseudodifferential equations of variable order is considere
The aim of this work is to describe new interesting examples of nonsmooth manifolds and elliptic pse...
We describe different aspects of the theory of pseudo-differential equations on manifolds with non-s...
We introduce a digital pseudo-differential operator acting in discrete Sobolev-Slobodetskii spaces a...
One discusses the problem of constructing the theory of pseudo differential equations on manifoldswi...
Auhtors consider discrete pseudo-differential equations with elliptic symbols and the corresponding ...
The minimal operator and the maximal operator of an elliptic pseudo-differential operator with symbo...
The minimal operator and the maximal operator of an elliptic pseudo-differential operator with symbo...
During the past decade, there has been a substantial increase of interest in various classes of line...
We deal with boundary value problems for pseudo-differential equations with the operator ∂ 2 ∂y2 + A...
20 pagesInternational audienceRelated to a semigroup of operators on a metric measure space, we defi...
AbstractWe construct an algebra of pseudo-differential boundary value problems that contains the cla...
We introduce a digital pseudo-differential operator acting in discrete Sobolev--Slobodetskii spaces ...
We study Fredholm properties for a special class of elliptic pseudo-differential operators. Using a ...
We consider pseudo-differential operators in a bounded domain of Euclidean m-dimensional space. A bo...
A new class of elliptic pseudodifferential equations of variable order is considere
The aim of this work is to describe new interesting examples of nonsmooth manifolds and elliptic pse...
We describe different aspects of the theory of pseudo-differential equations on manifolds with non-s...
We introduce a digital pseudo-differential operator acting in discrete Sobolev-Slobodetskii spaces a...
One discusses the problem of constructing the theory of pseudo differential equations on manifoldswi...
Auhtors consider discrete pseudo-differential equations with elliptic symbols and the corresponding ...
The minimal operator and the maximal operator of an elliptic pseudo-differential operator with symbo...
The minimal operator and the maximal operator of an elliptic pseudo-differential operator with symbo...
During the past decade, there has been a substantial increase of interest in various classes of line...
We deal with boundary value problems for pseudo-differential equations with the operator ∂ 2 ∂y2 + A...
20 pagesInternational audienceRelated to a semigroup of operators on a metric measure space, we defi...
AbstractWe construct an algebra of pseudo-differential boundary value problems that contains the cla...
We introduce a digital pseudo-differential operator acting in discrete Sobolev--Slobodetskii spaces ...
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