Institutul de Matematică şi Informatică "Vladimir Andrunachievici"
Universitatea de Stat din MoldovaRO EN
Amalgam of a loop over an idempotent quasigroup
Authors: T. Foguel
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Abstract
In this paper we look at away of “gluing” n copies of a loop. This construction gives us a new loop that is a union of n copies of the original loop such that any two of this copies intersect trivially.T. Foguel
Department of Mathematics,
Auburn University Montgomery,
PO Box 244023,
Montgomery, AL 36124-4023,
USA.
E-mail:
Department of Mathematics,
Auburn University Montgomery,
PO Box 244023,
Montgomery, AL 36124-4023,
USA.
E-mail:
Fulltext
– 0.15 Mb
Contents
- Valentin Danilovich Belousov -- his life and work
- Belousov's papers and books
- Remarks to the first publications of V. D. Belousov
- Parastrophic-orthogonal quasigroups
- Orthogonal hypercubes and n-ary operations
- A new construction of Bol loops: the "odd" case
- Amalgam of a loop over an idempotent quasigroup
- Automorphism group of Chein loops
- Quasigroups with an inverse property and generalized parastrophic identities
- Finite n-ary medial quasigroups and its automorphism
- Conjugate invariant quasigroups
