Add to ORKGWe added some details on pentagonal cohomology, on resolutions and provided several extra remarksWe study the Kac cohomology for matched pairs of locally compact groups. This cohomology theory arises from the extension theory of locally compact quantum groups. We prove a topological version of the Kac exact sequence and provide methods to compute the cohomology. We give explicit calculations in several examples using results of Moore and Wigner
AbstractIn this paper, we generalize the notion of the canonical extension of automorphisms of von N...
We make a comprehensive and self-contained study of compact bicrossed products arising from matched ...
64 pages, LaTeX, needs class-file irmadegm.cls.Continuing our research on extensions of locally comp...
We added some details on pentagonal cohomology, on resolutions and provided several extra remarksWe ...
We study the Kac cohomology for matched pairs of locally compact groups. This cohomology theory aris...
AbstractIn the framework of locally compact quantum groups, we study cocycle actions. We develop the...
AbstractIn the framework of locally compact quantum groups, we study cocycle actions. We develop the...
In the framework of locally compact quantum groups, we study cocycle actions. We develop the cocycle...
AbstractThe purpose of this paper is to introduce a cohomology theory for abelian matched pairs of H...
We study compact bicrossed product arising from a matched pair of a discrete group Γ and a compact g...
We study compact bicrossed product arising from a matched pair of a discrete group Γ and a compact g...
The cocycle bicrossed product construction allows certain freedom in producing examples of locally c...
The cocycle bicrossed product construction allows certain freedom in producing examples of locally c...
AbstractBy using braid diagrams, we explicitly reconstruct the cohomology associated to a matched pa...
For a matched pair of locally compact quantum groups, we construct the double crossed product as a l...
AbstractIn this paper, we generalize the notion of the canonical extension of automorphisms of von N...
We make a comprehensive and self-contained study of compact bicrossed products arising from matched ...
64 pages, LaTeX, needs class-file irmadegm.cls.Continuing our research on extensions of locally comp...
We added some details on pentagonal cohomology, on resolutions and provided several extra remarksWe ...
We study the Kac cohomology for matched pairs of locally compact groups. This cohomology theory aris...
AbstractIn the framework of locally compact quantum groups, we study cocycle actions. We develop the...
AbstractIn the framework of locally compact quantum groups, we study cocycle actions. We develop the...
In the framework of locally compact quantum groups, we study cocycle actions. We develop the cocycle...
AbstractThe purpose of this paper is to introduce a cohomology theory for abelian matched pairs of H...
We study compact bicrossed product arising from a matched pair of a discrete group Γ and a compact g...
We study compact bicrossed product arising from a matched pair of a discrete group Γ and a compact g...
The cocycle bicrossed product construction allows certain freedom in producing examples of locally c...
The cocycle bicrossed product construction allows certain freedom in producing examples of locally c...
AbstractBy using braid diagrams, we explicitly reconstruct the cohomology associated to a matched pa...
For a matched pair of locally compact quantum groups, we construct the double crossed product as a l...
AbstractIn this paper, we generalize the notion of the canonical extension of automorphisms of von N...
We make a comprehensive and self-contained study of compact bicrossed products arising from matched ...
64 pages, LaTeX, needs class-file irmadegm.cls.Continuing our research on extensions of locally comp...