DOIAbstract
AbstractThe notion of a factorization of a group is generalized and a method is presented for obtaining new factorizations from old ones. The results are applied to obtain new fillings of the lattice spaces Z, Z ⊕ Z and the cube
AbstractThe notion of a factorization of a group is generalized and a method is presented for obtaining new factorizations from old ones. The results are applied to obtain new fillings of the lattice spaces Z, Z ⊕ Z and the cube
AbstractHere a group algebra is always the group algebra of a finite group over a commutative field....
The aim of the present work is to study, in a systematic way, the possibility of con-structing new s...
We say that a function space Z is factorable by X when there exists a third function space Y such th...
AbstractThe notion of a factorization of a group is generalized and a method is presented for obtain...
The holosymmetric group Q of an n-dimensional crystal lattice determined by a given lattice basis B ...
Decomposing an abelian group into a direct sum of its subsets leads to results that can be applied t...
We discuss some problems of lattice tiling via Harmonic Analysis methods. We consider lattice tiling...
AbstractThe notion of a tiling of a set generalizes the notion of a factorization of a group and the...
AbstractIn connection with multiple tilings of n-dimensional space by unit cubes sharing no complete...
The notion of factorization space is a non-linear counterpart of the factorization algebra, which wa...
The first part of the study discusses the basic concepts of the strong product of graphs including i...
AbstractMany complex structures may be generated from simple modules with the aid of an algorithm or...
. The purpose of this paper is to popularize the method of D-symbols (Delone--Delaney--Dress symbols...
Abstract. We obtain the structure of finite groups of the form G =AB where B is a group isomorphic t...
In this paper we describe the data structures and the procedures of a program, which is...
AbstractHere a group algebra is always the group algebra of a finite group over a commutative field....
The aim of the present work is to study, in a systematic way, the possibility of con-structing new s...
We say that a function space Z is factorable by X when there exists a third function space Y such th...
AbstractThe notion of a factorization of a group is generalized and a method is presented for obtain...
The holosymmetric group Q of an n-dimensional crystal lattice determined by a given lattice basis B ...
Decomposing an abelian group into a direct sum of its subsets leads to results that can be applied t...
We discuss some problems of lattice tiling via Harmonic Analysis methods. We consider lattice tiling...
AbstractThe notion of a tiling of a set generalizes the notion of a factorization of a group and the...
AbstractIn connection with multiple tilings of n-dimensional space by unit cubes sharing no complete...
The notion of factorization space is a non-linear counterpart of the factorization algebra, which wa...
The first part of the study discusses the basic concepts of the strong product of graphs including i...
AbstractMany complex structures may be generated from simple modules with the aid of an algorithm or...
. The purpose of this paper is to popularize the method of D-symbols (Delone--Delaney--Dress symbols...
Abstract. We obtain the structure of finite groups of the form G =AB where B is a group isomorphic t...
In this paper we describe the data structures and the procedures of a program, which is...
AbstractHere a group algebra is always the group algebra of a finite group over a commutative field....
The aim of the present work is to study, in a systematic way, the possibility of con-structing new s...
We say that a function space Z is factorable by X when there exists a third function space Y such th...
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