wA pseudo-automorphism of an association scheme is an automorphism of its adjacency algebra with respect to both ordinary and Hadamard multiplications. An association scheme is said to be of G-type if it admits a group G of pseudo-automorphisms acting regularly on the set of adjacency matrices that are not the identity matrix. It is shown that an association scheme of G-type is amorphous if G is an elementary abelian 2-group
ABSTRACT. We give a complete description of the irreducible representations of algebraic fusions of ...
AbstractWe define association schemes of affine type. These are the association schemes defined by t...
Inspired by the work of Amitsur [1] on finite groups whose irreducible characters all have degree (m...
wA pseudo-automorphism of an association scheme is an automorphism of its adjacency algebra with res...
AbstractAs a continuation of my paper [T. Fujisaki, A construction of amorphous association scheme f...
AbstractIn this paper we give a short and alternative proof of the theorem of Ikuta, Ito and Munemas...
AbstractIn this paper we give a short and alternative proof of the theorem of Ikuta, Ito and Munemas...
AbstractIn this paper, we give a construction of an amorphous association scheme from a pseudo-cycli...
AbstractLet X be a pseudocyclic association scheme in which all the nontrivial relations are strongl...
AbstractWe consider a rank 112 coherent configuration S=AP(2) on 28 points with 7 fibers of size 4. ...
As a concept related to many combinatorial objects (codes, designs, graphs, etc.) association scheme...
AbstractIn this paper, we give a construction of an amorphous association scheme from a pseudo-cycli...
In this paper, we give a new class of association schemes whose thin residues are isomorphic to an e...
The concept of adjacency algebras of association schemes is a generalization of group algebras of fi...
We define a category of association schemes and investigate its basic properties. We characterize mo...
ABSTRACT. We give a complete description of the irreducible representations of algebraic fusions of ...
AbstractWe define association schemes of affine type. These are the association schemes defined by t...
Inspired by the work of Amitsur [1] on finite groups whose irreducible characters all have degree (m...
wA pseudo-automorphism of an association scheme is an automorphism of its adjacency algebra with res...
AbstractAs a continuation of my paper [T. Fujisaki, A construction of amorphous association scheme f...
AbstractIn this paper we give a short and alternative proof of the theorem of Ikuta, Ito and Munemas...
AbstractIn this paper we give a short and alternative proof of the theorem of Ikuta, Ito and Munemas...
AbstractIn this paper, we give a construction of an amorphous association scheme from a pseudo-cycli...
AbstractLet X be a pseudocyclic association scheme in which all the nontrivial relations are strongl...
AbstractWe consider a rank 112 coherent configuration S=AP(2) on 28 points with 7 fibers of size 4. ...
As a concept related to many combinatorial objects (codes, designs, graphs, etc.) association scheme...
AbstractIn this paper, we give a construction of an amorphous association scheme from a pseudo-cycli...
In this paper, we give a new class of association schemes whose thin residues are isomorphic to an e...
The concept of adjacency algebras of association schemes is a generalization of group algebras of fi...
We define a category of association schemes and investigate its basic properties. We characterize mo...
ABSTRACT. We give a complete description of the irreducible representations of algebraic fusions of ...
AbstractWe define association schemes of affine type. These are the association schemes defined by t...
Inspired by the work of Amitsur [1] on finite groups whose irreducible characters all have degree (m...