Properness and topological degree for general elliptic operatorsThe paper is devoted to general
elliptic operators in Hölder spaces in bounded or unbounded domains
On sobolev problems associated with actions of lie groups compact Lie group. We find a natural conditions of
ellipticity of such problems, obtain the corresponding
Elliptic theory for operators associated with diffeomorphisms of smooth manifoldsIn this paper, the authors give a survey of index theory for
elliptic operators associated
Elliptic theory for operators associated with diffeomorphisms of smooth manifoldsIn this paper we give a survey of
elliptic theory for
operators associated with diffeomorphisms
Index of Elliptic Operators Associated with Discrete Groups and Fixed Points of nonlocal
elliptic operators generated by pseudodifferential
operators on the manifold and shift
operators A property of regularly accretive differential difference operators with degeneracyWe consider
elliptic differential-difference
operators with degeneration in a bounded domain
ON THE SYMBOL OF NONLOCAL OPERATORS ASSOCIATED WITH A PARABOLIC DIFFEOMORPHISMWe study the
ellipticity of the symbols of
operators associated with parabolic diffeomorphisms
On the Ellipticity of G-translators on Manifolds with Isolated Singularities invariant with respect to an action of a group G. We describe
ellipticity condition for G