On Pretabular Logics in NExtK4 (Part I)

Author:

Du Shan,Kang Hongkui

Publisher

Springer Science and Business Media LLC

Subject

History and Philosophy of Science,Logic

Reference10 articles.

1. Baker K. A.: Finite equational bases for finite algebras in a congruence distributive equational class. Advances in Mathematics 24, 207–243 (1977)

2. Bellissima F.: Post complete and 0-axiomatizable modal logics. Annals of Pure and Applied Logic 47, 121–144 (1990)

3. Blok W.J.: Pretabular varieties of modal algebras. Studia Logica 39, 101–124 (1980)

4. Chagrov, A. V., Nontabularity-pretabularity, antitabularity, coantitabularity, in Algebraic and Logical Constructions, 1989, pp. 105–111.

5. Chagrov, A. V., Modelling of computation process by means of propositional logic, Dissertation. Russian Academy of Science, Moscow (Russian) 1998.

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1. On Pretabular Logics in NExtK4 (Part II);Studia Logica;2013-07-02

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