A generalization of the łukasiewicz algebras
Studia Logica 69 (3):329-338 (2001)
| Abstract | We introduce the variety n m , m 1 and n 2, of m-generalized ukasiewicz algebras of order n and characterize its subdirectly irreducible algebras. The variety n m is semisimple, locally finite and has equationally definable principal congruences. Furthermore, the variety n m contains the variety of ukasiewicz algebras of order n | |||||||||
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