Publication date
May 2016
DOI Publisher
Cambridge University Press Language
EnglishAbstract
We survey the legacy of L. G. Kovács in linear group theory, with a particular focus on classification questions
We survey the legacy of L. G. Kovács in linear group theory, with a particular focus on classification questions
AbstractThe authors study linear groups of infinite central dimension and of infinite p-rank all of ...
AbstractFor a finite groupG, letk(G) denote the number of conjugacy classes ofG. We prove that a sim...
By studying the representation theory of a certain infinite p-group and using the generalised charac...
We survey the legacy of L. G. Kovács in linear group theory, with a particular focus on classificati...
We survey the legacy of L. G. Kovacs in linear group theory, with a particular focus on classificati...
This thesis is concerned with classification problems for finite linear groups. Our main concern is ...
We present an exposition of our ongoing project in a new area of applicable mathematics: practical c...
AbstractThis paper contains an irredundant listing of the finite irreducible monomial subgroups of G...
We present a classification of the nilpotent primitive subgroups of GL(n, q), up to conjugacy in GL(...
AbstractIn an earlier paper the authors classified the nonsolvable primitive linear groups of prime ...
Abstract. The first half of the paper summarizes results relevant to the action of the group GL(Vn) ...
Cilj magistrskega dela je preučiti razrede konjugiranih elementov v nekaterih klasičnih linearnih gr...
Abstract. A group is called linear if it has a faithful linear (com-plex) representation. Another wa...
AbstractLet Ω≤GL(V) be a quasisimple classical group in its natural representation over a finite vec...
In this thesis, we develop practical algorithms for irreducibility and primitivity testing of finite...
AbstractThe authors study linear groups of infinite central dimension and of infinite p-rank all of ...
AbstractFor a finite groupG, letk(G) denote the number of conjugacy classes ofG. We prove that a sim...
By studying the representation theory of a certain infinite p-group and using the generalised charac...
We survey the legacy of L. G. Kovács in linear group theory, with a particular focus on classificati...
We survey the legacy of L. G. Kovacs in linear group theory, with a particular focus on classificati...
This thesis is concerned with classification problems for finite linear groups. Our main concern is ...
We present an exposition of our ongoing project in a new area of applicable mathematics: practical c...
AbstractThis paper contains an irredundant listing of the finite irreducible monomial subgroups of G...
We present a classification of the nilpotent primitive subgroups of GL(n, q), up to conjugacy in GL(...
AbstractIn an earlier paper the authors classified the nonsolvable primitive linear groups of prime ...
Abstract. The first half of the paper summarizes results relevant to the action of the group GL(Vn) ...
Cilj magistrskega dela je preučiti razrede konjugiranih elementov v nekaterih klasičnih linearnih gr...
Abstract. A group is called linear if it has a faithful linear (com-plex) representation. Another wa...
AbstractLet Ω≤GL(V) be a quasisimple classical group in its natural representation over a finite vec...
In this thesis, we develop practical algorithms for irreducibility and primitivity testing of finite...
AbstractThe authors study linear groups of infinite central dimension and of infinite p-rank all of ...
AbstractFor a finite groupG, letk(G) denote the number of conjugacy classes ofG. We prove that a sim...
By studying the representation theory of a certain infinite p-group and using the generalised charac...
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