Finite valuated groups as modules over their endomorphism ring
DOI:
https://doi.org/10.24193/subbmath.2017.3.03Abstract
This paper discusses the structure of a nite valuated p-group
when viewed as a module over its endomorphism ring. A category equivalence
between full subcategories of the category of valuated p-groups and the cate-
gory of right modules over the endomorphism ring of A is used to investigate
the interaction between this module structure and homological properties of
the underlying group. Examples are given throughout the paper.
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