[PDF] Top 20 Balanced subgroups of Abelian groups
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Balanced subgroups of Abelian groups
... just Abelian groups which are t^-divisible for all primes q + p ...every balanced projective Z^-module (which he called a -module) is H-isomorphic to a direct sum of -modules having torsion free rank ... See full document
120
Infinite groups with many generalized normal subgroups
... infinite subgroups which are neither almost normal nor nearly ...infinite subgroups are almost normal or all infinite subgroups of G are nearly ...infinite subgroups of G are almost ...normal ... See full document
11
Pinned flags of some operations on fuzzy subgroups
... Fuzzy subgroups of finite groups have been treated recently using the concept of pinned- ...fuzzy subgroups of finite abelian groups in general, in terms of ...fuzzy subgroups ... See full document
8
Factorization numbers of finite abelian groups
... of subspaces of dimension i in a vector space of dimension n over the field of order q. We refer the interested reader to [1, 2, 4, 10, 12] for more details on q-numbers and related topics. As we have seen before, Lemma ... See full document
8
On an infinite integral linear group
... linear groups to find the normal subgroups contained in Since the factor group of the free abelian group A by its subgroup pA of the pth multiples is a vector space over the field of p elements 5 we ... See full document
130
k-Intersection Graph of a Finite Set
... In [3], Csàkèany and Pollàk defined the intersection graph of nontrivial proper subgroups of groups. This study was continued with definition of intersection graph of nontrivial proper subsemigroups of ... See full document
13
Sylow like theorems for $V(\mathbb{Z}G)$
... torsion subgroups of the unit group of an integral group ...- subgroups and on the open question whether there is a Sylow like theorem in the normalized unit group of an integral group ...finite ... See full document
11
2-blocks with abelian defect groups
... simple groups with abelian Sylow 2-subgroups, and it is hoped that it will eventually be used to tackle Donovan’s conjecture for 2-blocks with arbitrary abelian defect ... See full document
30
Connected components of the category of elementary abelian $p$ subgroups
... Abstract. We determine the maximal number of conjugacy classes of maximal elementary abelian subgroups of rank 2 in a finite p-group G, for an odd prime p. Namely, it is p if G has rank at least 3 and it is ... See full document
7
Characteristic Subgroups of a finite Abelian Group Z_n×Z_n
... two groups have isomorphic subgroups lattices?” Since this is a very difficult ...two groups have isomorphic lattices of characteristic subgroups?” In general problem considered by Baer [1] or ... See full document
5
Modal Operator $F_{\alpha,\beta}$ in Intuitionistic Fuzzy Groups
... groups and proved that many properties of intuitionistic fuzzy subgroups like normality, commutatively (abelian-ness) and cyclic groups remain invariant under the modal operator. We have also ... See full document
10
Directoid groups
... abelian groups with a binary operation which assigns an upper bound to each couple and is compatible with the group addition in the way the supre- mum operation is in lattice-ordered abelian ... See full document
17
Triple factorization of non-abelian groups by two maximal subgroups
... proper subgroups A and B of G, the definition of rank-two geometry and rank-two coset geometry which is closely related to the triple factorization was de- fined and calculated for abelian ...finite ... See full document
9
Splitting of extensions in the category of locally compact abelian groups
... pure subgroups of locally compact abelian groups, ...compact abelian groups, ...compact abelian groups, ...Kasparon groups, K-Theory, 10 ... See full document
7
On metacyclic subgroups of finite groups
... Example 10. Let p, q be two primes such that 2 < q divides p + 1. Let C be a cyclic group of order q and let V be an irreducible and faithful C-module over the finite field of p-elements. Then V is an elementary ... See full document
5
Intersection graph of subgroups of some non-abelian groups
... of subgroups of a group G is a graph whose vertex set is the set of all proper subgroups of G and two distinct vertices are adjacent if and only if their intersection is ...of subgroups of dihedral ... See full document
5
On the Number of Distinct Fuzzy Subgroups for Some Elementary Abelian Groups and Quaternion Groups
... fuzzy subgroups of finite groups is a fundamental problem of fuzzy group ...fuzzy subgroups of finite groups with respect to an equivalence relation ≈ [3], however the number of fuzzy ... See full document
7
Peter-Weyl Theorem for Homogeneous Spaces of Compact Groups
... non-Abelian groups or precisely left coset ...non-normal subgroups of compact non-Abelian groups is placed as building blocks for classical harmonic analysis [5, 7], coherent states ... See full document
10
Subgroups of quasi HNN groups
... of groups on ...of groups acting on trees with ...the groups acting on trees with ...the subgroups of HNN ...the subgroups of pure quasi-HNN ... See full document
13
Computational problems in the theory of Abelian groups
... (111) F u rs t's e t al algorithm depends on the number o f symbols permuted* since I t computes a l l the cosets Gj fo r 1 s 1 s n , where 1s the subgroup G which contains permutations fix in g the symbols i l , . . . , ... See full document
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