On ${\cal N}_c$-Covering Groups of a Nilpotent Product of Cyclic Groups

Details On ${\cal N}_c$-Covering Groups of a Nilpotent Product of Cyclic Groups On ${\cal N}_c$-Covering Groups of a Nilpotent Product of Cyclic Groups

2011-03-30

arxiv.org/abs/1103.5898v1

International Journal of Mathematics, Game Theory and Algebra, 13:2 (2003) 129-132

Mathematics

Group Theory

6 pages

Scientific paper

The first author, in 2001, presented a structure for the Baer-invariant of a
nilpotent product of cyclic groups with respect to the variety of nilpotent
groups. In this paper, using the above structure, we prove the existence of an
${\cal N}_c$-covering group for a nilpotent product of a family of cyclic
groups. We also present a structure for the ${\cal N}_c$-covering group.

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