We define the classes of strongly ω1-weak pω·2+n-projective, solidly ω1-weak pω·2+n-projective and nicely ω1-weak pω·2+n-projective abelian p-groups and study their crucial properties. This continues our recent investigations of this branch, published in Hacettepe J. Math. Stat. (2013) and Bull. Malaysian Math. Sci. Soc. (2014), respectively
AbstractLet G be a finite p-group satisfying [G,G]⩽G4 for p=2 and γp−1(G)⩽Gp for p>2. The main goal ...
AbstractTwo nonisomorphic Abelian p-groups, A and A′, are constructed such that A and A′ are pω + 1-...
Dedicated to the occasion of the 70th anniversary of Professor Tibor Katriňák Abstract. We prove t...
For any non-negative integers m and n, we define the classes of m-ω1-pω+n- projective groups and str...
Let n ≥ 0 be an arbitrary integer. We prove some results for strongly n-simply presented abelian p-g...
We introduce the concept of pnBext projective abelian p-groups and show that they form a class which...
We define some new classes of p-torsion Abelian groups which are closely related to the definitions ...
In the first part of this book, the reader is introduced to the theory of abelian groups focusing on...
<正> In [1] we defined semi-p-abelian p-groups and studied the connection between the semi-p-co...
summary:It is proved that if $A$ is an abelian $p$-group with a pure subgroup $G$ so that $A/G$ is a...
summary:Suppose $G$ is a subgroup of the reduced abelian $p$-group $A$. The following two dual resul...
Abstract. We introduce a new class of fully transitive and transitive Abelian p-groups and study the...
In this study, I will start to construct a systematic general theory of p-groups. Then certain class...
Abelian subgroups play a key role in the theory and applications of nite p-groups. Our purpose is to...
AbstractBy generalizing Hill's theorem giving a necessary and sufficient condition for an isotype su...
AbstractLet G be a finite p-group satisfying [G,G]⩽G4 for p=2 and γp−1(G)⩽Gp for p>2. The main goal ...
AbstractTwo nonisomorphic Abelian p-groups, A and A′, are constructed such that A and A′ are pω + 1-...
Dedicated to the occasion of the 70th anniversary of Professor Tibor Katriňák Abstract. We prove t...
For any non-negative integers m and n, we define the classes of m-ω1-pω+n- projective groups and str...
Let n ≥ 0 be an arbitrary integer. We prove some results for strongly n-simply presented abelian p-g...
We introduce the concept of pnBext projective abelian p-groups and show that they form a class which...
We define some new classes of p-torsion Abelian groups which are closely related to the definitions ...
In the first part of this book, the reader is introduced to the theory of abelian groups focusing on...
<正> In [1] we defined semi-p-abelian p-groups and studied the connection between the semi-p-co...
summary:It is proved that if $A$ is an abelian $p$-group with a pure subgroup $G$ so that $A/G$ is a...
summary:Suppose $G$ is a subgroup of the reduced abelian $p$-group $A$. The following two dual resul...
Abstract. We introduce a new class of fully transitive and transitive Abelian p-groups and study the...
In this study, I will start to construct a systematic general theory of p-groups. Then certain class...
Abelian subgroups play a key role in the theory and applications of nite p-groups. Our purpose is to...
AbstractBy generalizing Hill's theorem giving a necessary and sufficient condition for an isotype su...
AbstractLet G be a finite p-group satisfying [G,G]⩽G4 for p=2 and γp−1(G)⩽Gp for p>2. The main goal ...
AbstractTwo nonisomorphic Abelian p-groups, A and A′, are constructed such that A and A′ are pω + 1-...
Dedicated to the occasion of the 70th anniversary of Professor Tibor Katriňák Abstract. We prove t...
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