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2011•Computer Engineering and Applications JournalRequires access

Subalgebras of R_G-algebra and theory of generalized tautology

Wei Hai-xin

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Abstract

The theory of generalized tautology in Gdel logical system is extended.The theory of generalized tautology for all kinds of infinite subalgebras of R_G-algebra is considered.It is proved that,in R_G-subalgebras,the Gdel logical system has countable different generalized tautology.

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The theory of generalized tautology in Gdel logical system is extended.The theory of generalized tautology for all kinds of infinite subalgebras of R_G-algebra is considered.It is proved that,in R_G-subalgebras,the Gdel logical system has countable different generalized tautology.

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Available abstract

The theory of generalized tautology in Gdel logical system is extended.The theory of generalized tautology for all kinds of infinite subalgebras of R_G-algebra is considered.It is proved that,in R_G-subalgebras,the Gdel logical system has countable different generalized tautology.

Key concepts: Tautology (logic), Mathematics, Countable set, Algebra over a field, Pure mathematics, Discrete mathematics, Computer science, Theoretical computer science

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