AbstractThis paper extends classical results in the invariant theory of finite groups and finite group schemes to the actions of finite Hopf algebras on commutative rings. Topics considered include integrality over the invariant rings, properties of the canonical map between the prime spectra, orbital and stabilizer algebras, projectivity over the invariant rings, and descent of Cohen–Macaulayness
AbstractIn this paper we prove, following closely the original E. Noether′s proof for finite groups,...
AbstractIn this paper we prove, following closely the original E. Noether′s proof for finite groups,...
AbstractThis paper concerns conditions on the action of a finite dimensional semisimple Hopf algebra...
This paper extends classical results in the invariant theory of finite groups and finite group schem...
This paper extends classical results in the invariant theory of finite groups and finite group schem...
This paper extends classical results in the invariant theory of finite groups and finite group schem...
This paper extends classical results in the invariant theory of finite groups and finite group schem...
AbstractThis paper extends classical results in the invariant theory of finite groups and finite gro...
In this paper we extend classical results of the invariant theory of finite groups to the action of ...
In this paper we extend classical results of the invariant theory of finite groups to the action of ...
In this paper we extend classical results of the invariant theory of finite groups to the action of ...
© 2016, Allerton Press, Inc.We extend several classical results in the theory of invariants of finit...
© 2016, Allerton Press, Inc.We extend several classical results in the theory of invariants of finit...
© 2016, Allerton Press, Inc.We extend several classical results in the theory of invariants of finit...
© 2016, Allerton Press, Inc.We extend several classical results in the theory of invariants of finit...
AbstractIn this paper we prove, following closely the original E. Noether′s proof for finite groups,...
AbstractIn this paper we prove, following closely the original E. Noether′s proof for finite groups,...
AbstractThis paper concerns conditions on the action of a finite dimensional semisimple Hopf algebra...
This paper extends classical results in the invariant theory of finite groups and finite group schem...
This paper extends classical results in the invariant theory of finite groups and finite group schem...
This paper extends classical results in the invariant theory of finite groups and finite group schem...
This paper extends classical results in the invariant theory of finite groups and finite group schem...
AbstractThis paper extends classical results in the invariant theory of finite groups and finite gro...
In this paper we extend classical results of the invariant theory of finite groups to the action of ...
In this paper we extend classical results of the invariant theory of finite groups to the action of ...
In this paper we extend classical results of the invariant theory of finite groups to the action of ...
© 2016, Allerton Press, Inc.We extend several classical results in the theory of invariants of finit...
© 2016, Allerton Press, Inc.We extend several classical results in the theory of invariants of finit...
© 2016, Allerton Press, Inc.We extend several classical results in the theory of invariants of finit...
© 2016, Allerton Press, Inc.We extend several classical results in the theory of invariants of finit...
AbstractIn this paper we prove, following closely the original E. Noether′s proof for finite groups,...
AbstractIn this paper we prove, following closely the original E. Noether′s proof for finite groups,...
AbstractThis paper concerns conditions on the action of a finite dimensional semisimple Hopf algebra...
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