AbstractLet H be a Hopf algebra, and A,B be H-Galois extensions. We investigate the category MBHA of relative Hopf bimodules, and the Morita equivalences between A and B induced by them
AbstractLetHbe a Hopf algebra with bijective antipode over a commutative ringk. A rightH-Galois exte...
We introduce the notion of a relative hermitian Morita context between torsion triples and show how ...
AbstractA Morita context is constructed for any comodule of a coring and, more generally, for an L-C...
This article is an extended version of the talk given at the conference on “New techniques in Hopf a...
AbstractLet H be a Hopf algebra, and A an H-Galois extension. We investigate H-Morita autoequivalenc...
AbstractWe extend Morita theory to abelian categories by using wide Morita contexts. Several equival...
AbstractComodule algebras of a Hopf algebroid H with a bijective antipode, i.e. algebra extensions B...
We show that two flat commutative Hopf algebroids are Morita equivalent if and only if they are wea...
AbstractLetHbe a Hopf algebra with bijective antipode over a commutative ringk. A rightH-Galois exte...
AbstractThe key part of the definition of a Hopf-Galois extension B⊂A over the Hopf algebra H is bij...
AbstractForHan infinite dimensional co-Frobenius Hopf algebra over a fieldk, andAanH-comodule algebr...
For H, a Hopf coquasigroup, and A, a left quasi-H-module algebra, we show that the smash product A#H...
Comodule algebras of a Hopf algebroid H with a bijective antipode, i.e. algebra extensions B ⊆ A by ...
AbstractWe show that two operator algebras are strongly Morita equivalent (in the sense of Blecher, ...
AbstractComodule algebras of a Hopf algebroid H with a bijective antipode, i.e. algebra extensions B...
AbstractLetHbe a Hopf algebra with bijective antipode over a commutative ringk. A rightH-Galois exte...
We introduce the notion of a relative hermitian Morita context between torsion triples and show how ...
AbstractA Morita context is constructed for any comodule of a coring and, more generally, for an L-C...
This article is an extended version of the talk given at the conference on “New techniques in Hopf a...
AbstractLet H be a Hopf algebra, and A an H-Galois extension. We investigate H-Morita autoequivalenc...
AbstractWe extend Morita theory to abelian categories by using wide Morita contexts. Several equival...
AbstractComodule algebras of a Hopf algebroid H with a bijective antipode, i.e. algebra extensions B...
We show that two flat commutative Hopf algebroids are Morita equivalent if and only if they are wea...
AbstractLetHbe a Hopf algebra with bijective antipode over a commutative ringk. A rightH-Galois exte...
AbstractThe key part of the definition of a Hopf-Galois extension B⊂A over the Hopf algebra H is bij...
AbstractForHan infinite dimensional co-Frobenius Hopf algebra over a fieldk, andAanH-comodule algebr...
For H, a Hopf coquasigroup, and A, a left quasi-H-module algebra, we show that the smash product A#H...
Comodule algebras of a Hopf algebroid H with a bijective antipode, i.e. algebra extensions B ⊆ A by ...
AbstractWe show that two operator algebras are strongly Morita equivalent (in the sense of Blecher, ...
AbstractComodule algebras of a Hopf algebroid H with a bijective antipode, i.e. algebra extensions B...
AbstractLetHbe a Hopf algebra with bijective antipode over a commutative ringk. A rightH-Galois exte...
We introduce the notion of a relative hermitian Morita context between torsion triples and show how ...
AbstractA Morita context is constructed for any comodule of a coring and, more generally, for an L-C...
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