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Andréka, H. ; Németi, I.
Does ${\bf SP}\ K\supseteq\ {\bf PS}\ K$ imply axiom of choice?. (English). Commentationes Mathematicae Universitatis Carolinae, vol. 21 (1980), issue 4, pp. 699-706
MSC: 03E25, 04A25, 06A15, 08A05, 08A30, 08A99, 08C15, 08C99 | MR 597759 | Zbl 0453.04003
References:
[1] ANDRÉKA H., BURMEISTER P., NÉMETI I.: Quasivarieties of Partial Algebras (Toward a unified model theory for Partial Algebras). Preprint Technische Hochschule Darmstadt, 1980, MR 0608002
[2] GRÄTZER G.: Universal Algebra. Second Edition, Springer Verlag, 1979. MR 0538623
[3] HENKIN L., MONK J. D., TARSKI A.: Cylindric Algebras. Part I, North Holland, 1971. MR 0781929 | Zbl 0214.01302
[4] LEVY A.: Basic Set Theory. Springer Verlag 1979. MR 0533962 | Zbl 0404.04001
[5] NÉMETI I.: Operators on Classes of Algebras and the Axiom of Choice. Mathematical Institute of Hung. Acad. Sci., Preprint, June 1980.
[6] PIGOZZI D.: On some operations on classes of algebras. Algebra Universalis 2 (1972), 346-353. MR 0316354 | Zbl 0272.08006
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