The problem investigation of the isomorphism of abelian groups and p-adical moduluses with isomorphic groups and moduluses of homomorphisms is the aim of the paper. As a result classes of abelian groups and p-adical moduluses, which are determined by groups (moduluses) of homomorphisms, have been indicated. The structure of the Hom (A,B) homomorphism group for a quite expanding abelian group without A torsion and a homogeneous expanding abelian group without B torsion has been describedAvailable from VNTIC / VNTIC - Scientific & Technical Information Centre of RussiaSIGLERURussian Federatio
Conference on Arithmetic Geometry, Gottingen 17 July - 11 August 2006. In the week 7 – 11 August 2...
The search for complete sets of invaxiants is a recurrent theme in the theory of abeliaR groups. Thi...
This thesis describes properties of Abelian groups, and develops a study of the properties of divisi...
The investigation has been held in terms of rings of modulus endmorphisms. Classical results of Eukh...
Abelian groups and moduluses are considered in the paper aiming at the set investigation of servante...
Let G and A be abelian torsion groups. In[5], R. S. Pierce develops a complete set of invariants for...
Artine and finitely generated moduluses over grouping rings and groups with some finiteness conditio...
Modul is a set that is formed from an abelian group with a scalar multiplication of binary operation...
AbstractWe prove that the isomorphism problem for torsion-free Abelian groups is as complicated as a...
The holomorph of a free group Fn is the semidirect product FnoAut(Fn). Using the methods of Hatcher ...
Summary. Quotient group, homomorphisms and isomorphisms of groups are introduced. The so called isom...
The purpose of this write-up to provide a leisurely introduction to homomophisms and isomorphims in ...
Let Fn be the free group on n letters and let Aut(Fn), Out(Fn) denote the automorphism group and the...
Written by one of the subject’s foremost experts, this book focuses on the central developments and ...
Abstract. We study rigidity properties of certain homomorphisms from right-angled Artin groups to ma...
Conference on Arithmetic Geometry, Gottingen 17 July - 11 August 2006. In the week 7 – 11 August 2...
The search for complete sets of invaxiants is a recurrent theme in the theory of abeliaR groups. Thi...
This thesis describes properties of Abelian groups, and develops a study of the properties of divisi...
The investigation has been held in terms of rings of modulus endmorphisms. Classical results of Eukh...
Abelian groups and moduluses are considered in the paper aiming at the set investigation of servante...
Let G and A be abelian torsion groups. In[5], R. S. Pierce develops a complete set of invariants for...
Artine and finitely generated moduluses over grouping rings and groups with some finiteness conditio...
Modul is a set that is formed from an abelian group with a scalar multiplication of binary operation...
AbstractWe prove that the isomorphism problem for torsion-free Abelian groups is as complicated as a...
The holomorph of a free group Fn is the semidirect product FnoAut(Fn). Using the methods of Hatcher ...
Summary. Quotient group, homomorphisms and isomorphisms of groups are introduced. The so called isom...
The purpose of this write-up to provide a leisurely introduction to homomophisms and isomorphims in ...
Let Fn be the free group on n letters and let Aut(Fn), Out(Fn) denote the automorphism group and the...
Written by one of the subject’s foremost experts, this book focuses on the central developments and ...
Abstract. We study rigidity properties of certain homomorphisms from right-angled Artin groups to ma...
Conference on Arithmetic Geometry, Gottingen 17 July - 11 August 2006. In the week 7 – 11 August 2...
The search for complete sets of invaxiants is a recurrent theme in the theory of abeliaR groups. Thi...
This thesis describes properties of Abelian groups, and develops a study of the properties of divisi...