Completeness theory for finite partial algebras |
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| Authors: | Lucien Haddad I. G. Rosenberg |
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| Affiliation: | (1) University of Toronto, Toronto, Canada;(2) Université de Montréal, Montréal, Canada |
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| Abstract: | LetA be a finite universe of cardinality ¦A¦ >- 3. We characterize the non quasi-diagonai strongly reflexive relations that determine maximal partial clones onA. Combining this with some known results, we deduce a general completeness criterion for finite partial algebras.Presented by J. Berman.Research partially supported by NSERC Canada. |
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