От класическа към некласическа теория на диалектическата логика (Втора част)
From Classical to Non-Classical Theory of Dialectical Logic (Second Part)

Summary/Abstract: The second part of the paper presents the revolution in the mathematical logic following the introduction of actual infinity in the theory of sets created by Cantor. The continual classes of logical systems and development of non-classical mathematical logic is considered as a second stage of the development of Cusa’s idea.

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