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Some Properties on Isologism of Groups
Part of
- Structure and classification of infinite or finite groups
- Special aspects of infinite or finite groups
Mohammad Reza R. Moghaddam, Ali Reza Salemkar
Journal:

Journal of the Australian Mathematical Society. Series A. Pure Mathematics and Statistics / Volume 68 / Issue 1 / February 2000

Published online by Cambridge University Press:

09 April 2009, pp. 1-9

Print publication:

February 2000
- Article
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In this paper a necessary and sufficient condition will be given for groups to be ν-isologic, with respect to a given variety of groups ν. Its is also shown that every ν-isologism family of a group contains a ν-Hopfian group. Finally we show that if G is in the variety ν, then every ν-covering group of G is a Hopfian group.

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Some Properties on Isologism of Groups