ON THE CHARACTERIZATION OF PRIMAL PARTIAL ALGEBRAS BY STRONG REGULAR HYPERIDENTITIES

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ON THE CHARACTERIZATION OF PRIMAL PARTIAL ALGEBRAS BY STRONG REGULAR HYPERIDENTITIES

Klaus Denecke-1994-01-01

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this paper we introduce the concept of a strong regular hyperidentity for partial algebras. Then this concept will be used to get primality criteria for partial algebras. We give some strong regular hyperidentities satisfied by maximal partial clones. Further, two-element primal partial algebras are characterized by strong regular hyperidentities. 2. Preliminaries

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this paper we introduce the concept of a strong regular hyperidentity for partial algebras. Then this concept will be used to get primality criteria for partial algebras. We give some strong regular hyperidentities satisfied by maximal partial clones. Further, two-element primal partial algebras are characterized by strong regular hyperidentities. 2. Preliminaries

Keywords

Primality testMathematicsPartial functionclone (Java method)FinitaryUniversal algebraCombinatoricsCharacterization (materials science)

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