AbstractIn this paper, we introduce a revised induction functor to study the Hopf modules and the invariant modules for a Hopf comodule algebra. The simple Hopf modules and the stable Clifford theory are discussed
We develop some basic functorial techniques for the study of the categories of comodules over coring...
AbstractFor a Hopf Galois extension, AB, we construct spectral sequences connecting the Hochschild c...
We introduce the notion of support equivalence for (co)module algebras (over Hopf algebras), which g...
AbstractIn this paper, we introduce a revised induction functor to study the Hopf modules and the in...
AbstractWe discuss the endomorphism ring extension of a module over an H-comodule algebra. A necessa...
AbstractLet H be a Hopf algebra, and A an H-comodule algebra. It is well known that the functor send...
AbstractComodule algebras of a Hopf algebroid H with a bijective antipode, i.e. algebra extensions B...
We introduce the notion of support equivalence for (co)module algebras (over Hopf algebras), which g...
Comodule algebras of a Hopf algebroid H with a bijective antipode, i.e. algebra extensions B ⊆ A by ...
AbstractWe show that indecomposable exact module categories over the category RepH of representation...
AbstractLet H be a Hopf algebra, and A an H-comodule algebra. It is well known that the functor send...
AbstractThe key part of the definition of a Hopf-Galois extension B⊂A over the Hopf algebra H is bij...
AbstractComodule algebras of a Hopf algebroid H with a bijective antipode, i.e. algebra extensions B...
AbstractWe show that indecomposable exact module categories over the category RepH of representation...
We develop some basic functorial techniques for the study of the categories of comodules over coring...
We develop some basic functorial techniques for the study of the categories of comodules over coring...
AbstractFor a Hopf Galois extension, AB, we construct spectral sequences connecting the Hochschild c...
We introduce the notion of support equivalence for (co)module algebras (over Hopf algebras), which g...
AbstractIn this paper, we introduce a revised induction functor to study the Hopf modules and the in...
AbstractWe discuss the endomorphism ring extension of a module over an H-comodule algebra. A necessa...
AbstractLet H be a Hopf algebra, and A an H-comodule algebra. It is well known that the functor send...
AbstractComodule algebras of a Hopf algebroid H with a bijective antipode, i.e. algebra extensions B...
We introduce the notion of support equivalence for (co)module algebras (over Hopf algebras), which g...
Comodule algebras of a Hopf algebroid H with a bijective antipode, i.e. algebra extensions B ⊆ A by ...
AbstractWe show that indecomposable exact module categories over the category RepH of representation...
AbstractLet H be a Hopf algebra, and A an H-comodule algebra. It is well known that the functor send...
AbstractThe key part of the definition of a Hopf-Galois extension B⊂A over the Hopf algebra H is bij...
AbstractComodule algebras of a Hopf algebroid H with a bijective antipode, i.e. algebra extensions B...
AbstractWe show that indecomposable exact module categories over the category RepH of representation...
We develop some basic functorial techniques for the study of the categories of comodules over coring...
We develop some basic functorial techniques for the study of the categories of comodules over coring...
AbstractFor a Hopf Galois extension, AB, we construct spectral sequences connecting the Hochschild c...
We introduce the notion of support equivalence for (co)module algebras (over Hopf algebras), which g...
DOI
Add to ORKG