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Homomorphisms and endomorphisms of linear and alinear quasigroups
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A. Kh. Tabarov
Published/Copyright:
June 28, 2007
In this paper, we study morphisms (automorphisms, endomorphisms) of linear and alinear quasigroups, give results on endomorphisms of an arbitrary quasigroup which generalise some results of a Shchukin’s paper. We give necessary and sufficient conditions of homomorphisms of linear and alinear quasigroups in terms of endomorphisms of the corresponding group and present the form of an arbitrary endomorphism of linear, alinear, and T -quasigroups.
Published Online: 2007-06-28
Published in Print: 2007-07-20
Copyright 2007, Walter de Gruyter
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- On the number of independent sets in graphs with fixed independence number
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- On finite groups close to completely factorisable groups
- Non-asymptotic bounds for probabilities of the rank of a random matrix over a finite field
- On representation of k-valued logic functions by a sum of products of subfunctions
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