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Flatness of Noetherian Hopf algebras over coideal subalgebras-dimensional Hopf algebra H is a flat module over any right Noetherian right coideal subalgebra A. In the case when
Invariants of the action of a semisimple finite-dimensional Hopf algebra on special algebras of a finite-dimensional semisimple Hopf algebra H on a special algebra A, which is homomorphically
Coring stabilizers for a Hopf algebra coaction such that the factor ring A/P is either right or left Goldie. This notion is used to obtain Hopf algebraic analogs
Subrings of Invariants for Actions of Finite-Dimensional Hopf AlgebrasThis paper is a survey of recent works on invariants of actions of Hopf algebras. Its highlights
Coring stabilizers for a Hopf algebra coaction such that the factor ring A/P is either right or left Goldie. This notion is used to obtain Hopf algebraic analogs
The left and right dimensions of a skew field over the subfield of invariants© 2017 Elsevier Inc.If H is a Hopf algebra and A an H-module algebra without nontrivial H
Closed-vortex-type solitons with Hopf indexThe structure of three dimensional solitons with non-trivial Hopf index is investigated for the S2
Invariants of the action of a semisimple finite-dimensional Hopf algebra on special algebras of a finite-dimensional semisimple Hopf algebra H on a special algebra A, which is homomorphically
Invariants of the action of a semisimple Hopf algebra on PI-algebra of finite groups to the case of action of a finite-dimensional Hopf algebra H on an algebra satisfying a
The left and right dimensions of a skew field over the subfield of invariants© 2017 Elsevier Inc.If H is a Hopf algebra and A an H-module algebra without nontrivial H
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