Abstract
In this paper we deal with a group-theoretic configuration of the following type: G is an additive group (not necessarily abelian) for which an operator system M and a complete lattice ø of M admissible subgroups are defined; we call G and M-ø group. In §1 we make various definitions and note that analogues of some of the classical theorems of group theory hold.
Publisher
Canadian Mathematical Society
Cited by
2 articles.
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1. Sylow Theory for a Certain Class of Operator Groups;Canadian Journal of Mathematics;1961
2. On the primary subgroups of a group;Transactions of the American Mathematical Society;1952