Finite generics of p-compatible varieties

Bulletin of the Section of Logic 32 (1/2):1-7 (2003)
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Abstract

For every variety V there exists an algebra A generating V by means of direct products, subalgebras and homomorphic images, i.e. V = HSP(A). Such algebras are called generics of V. Obviously, the free algebra over V with omega generators is a generic of V . The aim of this paper is to find finite generics for some P-compatible varieties.

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