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The structure of finite abelian n-ary groups
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Nikolay A. Shchuchkin
Published/Copyright:
February 5, 2015
Abstract
The structure of finite abelian n-ary groups is completely described: it is reduced to the direct product of primary abelian semicyclic n-ary groups up to isomorphism.
Received: 2013-12-6
Published Online: 2015-2-5
Published in Print: 2015-2-1
© 2015 by Walter de Gruyter Berlin/Boston
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Articles in the same Issue
- Frontmatter
- Nonnegative basis of a lattice
- Application of non-associative groupoids to the realization of an open key distribution procedure
- An approach to the classification of Boolean bent functions of the nonlinearity degree 3
- Asymptotically free action of permutation groups on subsets and multisets
- The structure of finite abelian n-ary groups
- Analysis of a discrete semi-Markov model of continuous inventory control with periodic interruptions of consumption
Articles in the same Issue
- Frontmatter
- Nonnegative basis of a lattice
- Application of non-associative groupoids to the realization of an open key distribution procedure
- An approach to the classification of Boolean bent functions of the nonlinearity degree 3
- Asymptotically free action of permutation groups on subsets and multisets
- The structure of finite abelian n-ary groups
- Analysis of a discrete semi-Markov model of continuous inventory control with periodic interruptions of consumption
