AbstractClifford theory of finite groups is generalized to association schemes. It shows a relation between irreducible complex characters of a scheme and a strongly normal closed subset of the scheme. The restriction of an irreducible character of a scheme to a strongly normal closed subset contains conjugate characters with same multiplicities. Moreover some strong relations are obtained
Inspired by the work of Amitsur [1] on finite groups whose irreducible characters all have degree (m...
AbstractIn this article, we investigate association schemes S (on finite sets) in which each element...
AbstractA result of Strunkov on generalised conjugacy classes of groups is most conveniently express...
AbstractIn this paper, Clifford's well-known theorem on irreducible characters of finite groups is g...
AbstractClifford theory of finite groups is generalized to association schemes. It shows a relation ...
AbstractThis article is a survey on representation theory of association schemes including recent de...
Every character of an association scheme can be considered as a faithful character of some quotient ...
AbstractIn this paper, Clifford's well-known theorem on irreducible characters of finite groups is g...
Every character of an association scheme can be considered as a faithful character of some quotient ...
Abstract. We consider a relation between characters of an association scheme and its strongly normal...
AbstractLet (X,S) denote an association scheme where X is a finite set. For a prime p we say that (X...
We investigate the relationship between complex characters of association schemes and their fusion s...
We investigate the relationship between complex characters of association schemes and their fusion s...
AbstractThis article is a survey on representation theory of association schemes including recent de...
AbstractIn the present note, we investigate schemes S in which each element s satisfies ns⩽2 and ns*...
Inspired by the work of Amitsur [1] on finite groups whose irreducible characters all have degree (m...
AbstractIn this article, we investigate association schemes S (on finite sets) in which each element...
AbstractA result of Strunkov on generalised conjugacy classes of groups is most conveniently express...
AbstractIn this paper, Clifford's well-known theorem on irreducible characters of finite groups is g...
AbstractClifford theory of finite groups is generalized to association schemes. It shows a relation ...
AbstractThis article is a survey on representation theory of association schemes including recent de...
Every character of an association scheme can be considered as a faithful character of some quotient ...
AbstractIn this paper, Clifford's well-known theorem on irreducible characters of finite groups is g...
Every character of an association scheme can be considered as a faithful character of some quotient ...
Abstract. We consider a relation between characters of an association scheme and its strongly normal...
AbstractLet (X,S) denote an association scheme where X is a finite set. For a prime p we say that (X...
We investigate the relationship between complex characters of association schemes and their fusion s...
We investigate the relationship between complex characters of association schemes and their fusion s...
AbstractThis article is a survey on representation theory of association schemes including recent de...
AbstractIn the present note, we investigate schemes S in which each element s satisfies ns⩽2 and ns*...
Inspired by the work of Amitsur [1] on finite groups whose irreducible characters all have degree (m...
AbstractIn this article, we investigate association schemes S (on finite sets) in which each element...
AbstractA result of Strunkov on generalised conjugacy classes of groups is most conveniently express...
DOI
Add to ORKG