Separable functors for the category of Doi Hom-Hopf modules
S Guo, X Zhang - Colloquium Mathematicum, 2016 - infona.pl
Let $ 𝓗̃ (𝓜 _ {k})(H)^{C} _ {A} $ be the category of Doi Hom-Hopf modules, $ 𝓗̃ (𝓜 _ {k}) _ {A}
$ be the category of A-Hom-modules, and F be the forgetful functor from $ 𝓗̃ (𝓜 _ {k})(H)^{C} …
$ be the category of A-Hom-modules, and F be the forgetful functor from $ 𝓗̃ (𝓜 _ {k})(H)^{C} …
Separable functors for the category of Doi Hom-Hopf modules
S Guo, X Zhang - Colloquium Mathematicum, 2016 - impan.pl
Abstract Let $\widetilde {\mathscr {H}}(\mathscr {M} _k)(H)^{C} _ {A} $ be the category of Doi
Hom-Hopf modules, $\widetilde {\mathscr {H}}(\mathscr {M} _k) _ {A} $ be the category of $ A …
Hom-Hopf modules, $\widetilde {\mathscr {H}}(\mathscr {M} _k) _ {A} $ be the category of $ A …
Separable functors for the category of Doi Hom-Hopf modules
S Guo, X Zhang - Colloquium Mathematicum, 2016 - pldml.icm.edu.pl
Let $ 𝓗̃ (𝓜 _ {k})(H)^{C} _ {A} $ be the category of Doi Hom-Hopf modules, $ 𝓗̃ (𝓜 _ {k}) _ {A}
$ be the category of A-Hom-modules, and F be the forgetful functor from $ 𝓗̃ (𝓜 _ {k})(H)^{C} …
$ be the category of A-Hom-modules, and F be the forgetful functor from $ 𝓗̃ (𝓜 _ {k})(H)^{C} …
Separable functors for the category of Doi Hom-Hopf modules
S Guo, X Zhang - Colloquium Mathematicae, 2016 - eudml.org
Abstract top Let ̃ (k)(H) AC be the category of Doi Hom-Hopf modules, ̃ (k) A be the category
of A-Hom-modules, and F be the forgetful functor from ̃ (k)(H) AC to ̃ (k) A. The aim of this …
of A-Hom-modules, and F be the forgetful functor from ̃ (k)(H) AC to ̃ (k) A. The aim of this …