AbstractFor the generalized dihedral group, an effective method is given to construct a matrix which transforms group matrices to a convenient block-diagonal form
AbstractLet D2n be a dihedral group of order 2n and Z be the rational integer ring where n is an odd...
We provide a complete classification of all algebras of generalized dihedral type, which are natural...
AbstractTwo different generalizations of the concept of Hessenberg matrices have appeared recently i...
An isomorphism between the group ring of a finite group and a ring of certain block diagonal matrice...
AbstractLet F be a field, F∗ be its multiplicative group, and H = {H:H is a subgroup of F∗ and there...
AbstractIn this paper, we studied the following generalization of group matrices. Let G be a finite ...
AbstractLet F be a field, F∗ be its multiplicative group, and H = {H:H is a subgroup of F∗ and there...
AbstractLet G be a finite abelian group of order n. Let Z and Q denote the rational integers and rat...
AbstractEach ordering for the elements of a finite group G of order n defines a corresponding class ...
AbstractWe study the properties of matrices of the form P(σ)A where σ is induced by an automorphism ...
AbstractIn this paper, we study the resultants of polynomials which are the determinants of polynomi...
In this paper, the generalized conjugacy class graph for dihedral groupof order 2n is constructed to...
In this paper, we study a particular class of block matrices placing an emphasis on their spectral p...
AbstractWe define and study generalized Hessenberg matrices, i.e. square matrices which have subdiag...
The method of constructing the generalized dihedral group as a semidirect product of an abelian grou...
AbstractLet D2n be a dihedral group of order 2n and Z be the rational integer ring where n is an odd...
We provide a complete classification of all algebras of generalized dihedral type, which are natural...
AbstractTwo different generalizations of the concept of Hessenberg matrices have appeared recently i...
An isomorphism between the group ring of a finite group and a ring of certain block diagonal matrice...
AbstractLet F be a field, F∗ be its multiplicative group, and H = {H:H is a subgroup of F∗ and there...
AbstractIn this paper, we studied the following generalization of group matrices. Let G be a finite ...
AbstractLet F be a field, F∗ be its multiplicative group, and H = {H:H is a subgroup of F∗ and there...
AbstractLet G be a finite abelian group of order n. Let Z and Q denote the rational integers and rat...
AbstractEach ordering for the elements of a finite group G of order n defines a corresponding class ...
AbstractWe study the properties of matrices of the form P(σ)A where σ is induced by an automorphism ...
AbstractIn this paper, we study the resultants of polynomials which are the determinants of polynomi...
In this paper, the generalized conjugacy class graph for dihedral groupof order 2n is constructed to...
In this paper, we study a particular class of block matrices placing an emphasis on their spectral p...
AbstractWe define and study generalized Hessenberg matrices, i.e. square matrices which have subdiag...
The method of constructing the generalized dihedral group as a semidirect product of an abelian grou...
AbstractLet D2n be a dihedral group of order 2n and Z be the rational integer ring where n is an odd...
We provide a complete classification of all algebras of generalized dihedral type, which are natural...
AbstractTwo different generalizations of the concept of Hessenberg matrices have appeared recently i...
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