Add to ORKGsummary:A certain family of homogeneous spaces is investigated. Basic invariant operators for each of these structures are presented and some analogies to Levi-Civita connections of Riemannian geometry are pointed out
In general, when beginning to explore any scientific field, one focuses on the generic situations; ...
14 pages.-- MSC codes: Primary 53C30; Secondary 53C20, 53C55.-- To appear in: Illinois Journal of Ma...
AbstractWe develop a theory of invariants using the formalism of quivers, generalizing earlier resul...
summary:A certain family of homogeneous spaces is investigated. Basic invariant operators for each o...
summary:A certain family of homogeneous spaces is investigated. Basic invariant operators for each o...
In Riemannian geometry, the fundamental fact is that there exists a unique torsion-free connection (...
This book studies translation-invariant function spaces and algebras on homogeneous manifolds. The c...
This is a brief survey ofmy recent work on the geometry of hyperbolic (semisimple) adjoint orbits of...
AbstractFirst we introduce a generalization of symmetric spaces to parabolic geometries. We provide ...
We are getting familiar with difficulties with invariance of differential operators in case of parab...
This thesis is concerned with the theory of invariant bilinear differential pairings on parabolic g...
AbstractWe introduce the notion of Ricci-corrected differentiation in parabolic geometry, which is a...
We give a brief survey of main recent results about invariant pseudo-Riemannian metrics and classica...
Motivated by the rich geometry of conformal Riemannian manifolds and by the recent development of ge...
Geometric ideas and techniques play an important role in operator theory and the theory of operator ...
In general, when beginning to explore any scientific field, one focuses on the generic situations; ...
14 pages.-- MSC codes: Primary 53C30; Secondary 53C20, 53C55.-- To appear in: Illinois Journal of Ma...
AbstractWe develop a theory of invariants using the formalism of quivers, generalizing earlier resul...
summary:A certain family of homogeneous spaces is investigated. Basic invariant operators for each o...
summary:A certain family of homogeneous spaces is investigated. Basic invariant operators for each o...
In Riemannian geometry, the fundamental fact is that there exists a unique torsion-free connection (...
This book studies translation-invariant function spaces and algebras on homogeneous manifolds. The c...
This is a brief survey ofmy recent work on the geometry of hyperbolic (semisimple) adjoint orbits of...
AbstractFirst we introduce a generalization of symmetric spaces to parabolic geometries. We provide ...
We are getting familiar with difficulties with invariance of differential operators in case of parab...
This thesis is concerned with the theory of invariant bilinear differential pairings on parabolic g...
AbstractWe introduce the notion of Ricci-corrected differentiation in parabolic geometry, which is a...
We give a brief survey of main recent results about invariant pseudo-Riemannian metrics and classica...
Motivated by the rich geometry of conformal Riemannian manifolds and by the recent development of ge...
Geometric ideas and techniques play an important role in operator theory and the theory of operator ...
In general, when beginning to explore any scientific field, one focuses on the generic situations; ...
14 pages.-- MSC codes: Primary 53C30; Secondary 53C20, 53C55.-- To appear in: Illinois Journal of Ma...
AbstractWe develop a theory of invariants using the formalism of quivers, generalizing earlier resul...