AbstractIn this paper we survey the recent developments in the theory of Schur rings and its applications to different problems that appear in theory of association schemes, Cayley graphs and other parts of algebraic combinatorics
AbstractIt is proved that any Schur ring over a Galois ring of odd characteristic is either normal, ...
In this paper we enumerate essentially all non-symmetric association schemes with three classes, les...
AbstractIn this paper we introduce and investigate the theory of Schur indices arising from simple c...
AbstractIn this paper we survey the recent developments in the theory of Schur rings and its applica...
AbstractLet G be a finite group and D1,D2,…,Dd be a partition of G. Suppose, for each i=1,2,…,d, {gϵ...
AbstractA wedge product of Schur rings was introduced by K.H. Leung and S.H. Man in order to classif...
AbstractIn this article, we investigate association schemes S (on finite sets) in which each element...
The thin residue is an important concept in the theory of association schemes. Association schemes w...
AbstractIn this article, we investigate association schemes S (on finite sets) in which each element...
AbstractWe survey the modern theory of schemes (coherent configurations). The main attention is paid...
A wreath product is a method to construct an association scheme from two association schemes. We det...
In the paper, we develop further the properties of Schur rings over infinite groups, with particular...
We determine the commutative Schur rings over $S_6$ that contain the sum of all the transpositions i...
We determine the commutative Schur rings over $S_6$ that contain the sum of all the transpositions i...
Given the symmetric group $G = \operatorname{Sym}(n)$ and a multiplicity-free subgroup $H\leq G$, th...
AbstractIt is proved that any Schur ring over a Galois ring of odd characteristic is either normal, ...
In this paper we enumerate essentially all non-symmetric association schemes with three classes, les...
AbstractIn this paper we introduce and investigate the theory of Schur indices arising from simple c...
AbstractIn this paper we survey the recent developments in the theory of Schur rings and its applica...
AbstractLet G be a finite group and D1,D2,…,Dd be a partition of G. Suppose, for each i=1,2,…,d, {gϵ...
AbstractA wedge product of Schur rings was introduced by K.H. Leung and S.H. Man in order to classif...
AbstractIn this article, we investigate association schemes S (on finite sets) in which each element...
The thin residue is an important concept in the theory of association schemes. Association schemes w...
AbstractIn this article, we investigate association schemes S (on finite sets) in which each element...
AbstractWe survey the modern theory of schemes (coherent configurations). The main attention is paid...
A wreath product is a method to construct an association scheme from two association schemes. We det...
In the paper, we develop further the properties of Schur rings over infinite groups, with particular...
We determine the commutative Schur rings over $S_6$ that contain the sum of all the transpositions i...
We determine the commutative Schur rings over $S_6$ that contain the sum of all the transpositions i...
Given the symmetric group $G = \operatorname{Sym}(n)$ and a multiplicity-free subgroup $H\leq G$, th...
AbstractIt is proved that any Schur ring over a Galois ring of odd characteristic is either normal, ...
In this paper we enumerate essentially all non-symmetric association schemes with three classes, les...
AbstractIn this paper we introduce and investigate the theory of Schur indices arising from simple c...
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