Add to ORKGВеснік Віцебскага дзяржаўнага ўніверсітэта. - 2004. - N 4 (34). - С. 92-93. - Библиогр.: с. 93 (10 назв.).The article discusses modular Property for Fitting Classes
By a Fitting set of a group G one means a nonempty set of subgroups F of a finite group G which is c...
A group G is called a modular group if the subgroup lattice $\ell(G)$ of G is modular.In this paper,...
AbstractFor a lattice L of finite length we denote by J(L) the set of all join-irreducible elements ...
In this paper the sufficient conditions of the modularity of the lattice of all partially compositio...
Wir betrachten in der vorliegenden Arbeit Fittingklassen X endlicher aufloesbarer Gruppen, deren I...
In this paper we present new results on properties of finite subgroups and their applications to alg...
In this paper we study the set of Fitting classes which are right extensible by soluble groups order...
In this paper we study the set of fitting classes which are right extensible by soluble groups order...
In the theory of formations of finite solvable groups, there is a well-known result due to Blessenoh...
We study the application of the Frattini duality to the description of multiple local Fitting classe...
We continue the study Fitting classes begun by Fischer in 1966 and carried on by (notably) Gaschütz...
Denote by P the set of all primes and take a nonempty set π ⊆ P. A Fitting class F = (1) is called ...
We study the Modular Isomorphism Problem applying a combination of existing and new techniques. We m...
The paper considers only finite groups. An actual problem in studying the structure of classes of gr...
We develop methods for recognizing the Fitting classes and radicals of finite groups by Fitting func...
By a Fitting set of a group G one means a nonempty set of subgroups F of a finite group G which is c...
A group G is called a modular group if the subgroup lattice $\ell(G)$ of G is modular.In this paper,...
AbstractFor a lattice L of finite length we denote by J(L) the set of all join-irreducible elements ...
In this paper the sufficient conditions of the modularity of the lattice of all partially compositio...
Wir betrachten in der vorliegenden Arbeit Fittingklassen X endlicher aufloesbarer Gruppen, deren I...
In this paper we present new results on properties of finite subgroups and their applications to alg...
In this paper we study the set of Fitting classes which are right extensible by soluble groups order...
In this paper we study the set of fitting classes which are right extensible by soluble groups order...
In the theory of formations of finite solvable groups, there is a well-known result due to Blessenoh...
We study the application of the Frattini duality to the description of multiple local Fitting classe...
We continue the study Fitting classes begun by Fischer in 1966 and carried on by (notably) Gaschütz...
Denote by P the set of all primes and take a nonempty set π ⊆ P. A Fitting class F = (1) is called ...
We study the Modular Isomorphism Problem applying a combination of existing and new techniques. We m...
The paper considers only finite groups. An actual problem in studying the structure of classes of gr...
We develop methods for recognizing the Fitting classes and radicals of finite groups by Fitting func...
By a Fitting set of a group G one means a nonempty set of subgroups F of a finite group G which is c...
A group G is called a modular group if the subgroup lattice $\ell(G)$ of G is modular.In this paper,...
AbstractFor a lattice L of finite length we denote by J(L) the set of all join-irreducible elements ...