The investigation of quasicoregular and non-coregular connected reductive linear groups and their coregular finite expansions is the aim of the paper. As a result necessary and sufficient conditions of coregularity of a non-connected half-simple linear group have been obtained. All, with the exception of three, quasicoregular non-coregular simple linear groups and all their coregular expansions have been found. The paper results may find their field of application in the theory of invariants of linear algebraic groupsAvailable from VNTIC / VNTIC - Scientific & Technical Information Centre of RussiaSIGLERURussian Federatio
WOS: 000484013200011Let W-d = K-d be the d-dimensional vector space over a field K of characteristic...
Our thesis deals with the cohomological invariants of smooth and connected linear algebraic groups o...
We study (connected) reductive subgroups G of a reductive algebraic group H, where G contains a regu...
Abstract. Let G be a complex connected reductive algebraic group with simple com-mutator subgroup G′...
AbstractWe will give an algorithm for computing generators of the invariant ring for a given represe...
We study reductive subgroups \(\it H\) of a reductive linear algebraic group \(\it G\) – possibly no...
A connected algebraic group Q defined over a field of characteristic zero is quasi-reductive if ther...
The theorem of Hochster and Roberts says that for any module V of a linearly reductive gorup G over ...
We introduce a method for obtaining new classes of free divisors from representations $V$ of connect...
Our article deals with the cohomological invariants of smooth and connected linear algebraic groups ...
Variation of Geometric Invariant Theory (VGIT) [DH98, Tha96] studies the structure of the dependence...
I’ll give a survey on the known results on finite generation of invariants for nonreductive groups, ...
In this thesis we develop a framework for constructing quotients of varieties by actions of linear a...
Blanchard P, Hellmich M, Lugiewicz P, Olkiewicz R. Non-quasi-free dynamical semi-group on CCR algebr...
Summary. Let G be a reductive connected linear algebraic group over an algebraically closed field of...
WOS: 000484013200011Let W-d = K-d be the d-dimensional vector space over a field K of characteristic...
Our thesis deals with the cohomological invariants of smooth and connected linear algebraic groups o...
We study (connected) reductive subgroups G of a reductive algebraic group H, where G contains a regu...
Abstract. Let G be a complex connected reductive algebraic group with simple com-mutator subgroup G′...
AbstractWe will give an algorithm for computing generators of the invariant ring for a given represe...
We study reductive subgroups \(\it H\) of a reductive linear algebraic group \(\it G\) – possibly no...
A connected algebraic group Q defined over a field of characteristic zero is quasi-reductive if ther...
The theorem of Hochster and Roberts says that for any module V of a linearly reductive gorup G over ...
We introduce a method for obtaining new classes of free divisors from representations $V$ of connect...
Our article deals with the cohomological invariants of smooth and connected linear algebraic groups ...
Variation of Geometric Invariant Theory (VGIT) [DH98, Tha96] studies the structure of the dependence...
I’ll give a survey on the known results on finite generation of invariants for nonreductive groups, ...
In this thesis we develop a framework for constructing quotients of varieties by actions of linear a...
Blanchard P, Hellmich M, Lugiewicz P, Olkiewicz R. Non-quasi-free dynamical semi-group on CCR algebr...
Summary. Let G be a reductive connected linear algebraic group over an algebraically closed field of...
WOS: 000484013200011Let W-d = K-d be the d-dimensional vector space over a field K of characteristic...
Our thesis deals with the cohomological invariants of smooth and connected linear algebraic groups o...
We study (connected) reductive subgroups G of a reductive algebraic group H, where G contains a regu...