AFFINE COMPLETE ALGEBRAS ABSTRACTING KLEENE AND STONE ALGEBRAS
M. HAVIAR
Abstract.
Boolean algebras are affine complete by a well-known result of G. Gratzer. Various generalizations of this result have been obtained. Among them, a characterization of affine complete Stone algebras having a smallest dense element was given by R. Beazer. In this paper, generalizations of Beazer's result are presented for algebras abstracting simultaneously Kleene and Stone algebras.
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