It is proved the reducibility of cyclic monomial matrices over a commutative local ring in the case when their defining sequences contain subsequences of a fixed form
AbstractA ring R with identity is called strongly clean if every element of R is the sum of an idemp...
AbstractThe paper studies the problem on matrix similarity over a commutative rings. The conditions ...
AbstractIn this paper, we first study conditions under which a recollement relative to abelian categ...
We consider a monomial n × n-matrix, which corresponds to a cyclic permutation of the length n, over...
AbstractLet R be a commutative, local, and principal ideal ring with maximal ideal m and residue cla...
The task of the description up to equivalency of the matrix representations of finite pgroups of orde...
Let V be a vector space over some division ring D, and G a finitary subgroup of GL (V). If G is loca...
It is proved that two diagonal matrices diag(a_1,\u2026,a_n) and diag(b_1,\u2026,b_n) over a local r...
AbstractLet R be a commutative local ring, and M the maximal ideal of R. We prove that if |R/M|>3, t...
This article is devoted to the following problem: Let R be a finite local ring with identity. Can R ...
In this paper we define the notions of semicommutativity and semicommutativity modulo a linear subsp...
AbstractAn n × n matrix A is called involutory iff A2=In, where In is the n × n identity matrix. Thi...
In this dissertation we deal with constructive methods applied to the commutative semirings and comm...
In this paper we study the semigroups of matrices over a commutative semiring. We prove that a semig...
AbstractComplete characterization of CS matrix rings Mn(R),n>1, over local rings R is obtained. Appl...
AbstractA ring R with identity is called strongly clean if every element of R is the sum of an idemp...
AbstractThe paper studies the problem on matrix similarity over a commutative rings. The conditions ...
AbstractIn this paper, we first study conditions under which a recollement relative to abelian categ...
We consider a monomial n × n-matrix, which corresponds to a cyclic permutation of the length n, over...
AbstractLet R be a commutative, local, and principal ideal ring with maximal ideal m and residue cla...
The task of the description up to equivalency of the matrix representations of finite pgroups of orde...
Let V be a vector space over some division ring D, and G a finitary subgroup of GL (V). If G is loca...
It is proved that two diagonal matrices diag(a_1,\u2026,a_n) and diag(b_1,\u2026,b_n) over a local r...
AbstractLet R be a commutative local ring, and M the maximal ideal of R. We prove that if |R/M|>3, t...
This article is devoted to the following problem: Let R be a finite local ring with identity. Can R ...
In this paper we define the notions of semicommutativity and semicommutativity modulo a linear subsp...
AbstractAn n × n matrix A is called involutory iff A2=In, where In is the n × n identity matrix. Thi...
In this dissertation we deal with constructive methods applied to the commutative semirings and comm...
In this paper we study the semigroups of matrices over a commutative semiring. We prove that a semig...
AbstractComplete characterization of CS matrix rings Mn(R),n>1, over local rings R is obtained. Appl...
AbstractA ring R with identity is called strongly clean if every element of R is the sum of an idemp...
AbstractThe paper studies the problem on matrix similarity over a commutative rings. The conditions ...
AbstractIn this paper, we first study conditions under which a recollement relative to abelian categ...
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