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On Boolean algebras with a derivation. (English. Russian original) Zbl 0346.06013

Ukr. Math. J. 26(1974), 365-369 (1975); translation from Ukr. Mat. Zh. 26, 444-449 (1974).

MSC:

06E05 Structure theory of Boolean algebras
03G05 Logical aspects of Boolean algebras
54A99 Generalities in topology
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References:

[1] K. Kuratowski, ?Sur l’operation ? d’analysis situs,? Fund. Math.,3, 182-199 (1922). · JFM 48.0210.04
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[4] M. Zarits’kii, ?Derivation and coherence of abstract sets? [in Ukrainian], Zbirnik Matem. ? Prirodo-pisno?Likars’koi Sektsii Naukovogo Tovaristva,27, L’vov (1928).
[5] M. O. Zarits’kii, ?The role of cardinality in the notion of the derivation of a set in abstract spaces? [in Ukrainian], Naukovi Zap. L’vivs’kogo Universitetu, Ser. Fiz. ? Matem,5, No. 1 (1947).
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[7] kogo Universitetu, Ser. Fiz. ?Matem.,12, No. 3, (1949).
[8] M. O. Zarits’kii, ?Boolean algebras with a closure and Boolean algebras with a derivation? [in Ukrainian], Doklady Akad. Nauk URSR, No. 1 (1955).
[9] W. Sierpinski, ?La notion de dérivée comme base d’ure théorie des ensembles abstraits,? Math. Ann.,97, 321-337 (1927). · JFM 52.0582.02
[10] S. T. Sanders, ?Derived sets and their complements,? Bull. Amer. Math. Soc.,42, 577-584 (1936). · Zbl 0015.10402
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