Abstract
The main purpose of the present paper is to introduce a new understanding of formal theories.It has been a traditional pattern of formal theories to presuppose a logic and an axiom system for each formal theory. The axiom system of any formal theory consists of a finite number of axiom schemata in general, but occasionally it can be regarded as consisting of a finite number of axioms. I will call any formal theory of this kind an axiomatic theory or an axiom-schematic theory according as its axiom system is regarded as consisting of a finite number of axioms or as consisting of a finite number of axiom schemata.
Publisher
Cambridge University Press (CUP)
Reference3 articles.
1. Reduction of logics to the primitive logic;Ono;J. of Math. Soc. Jap.,1967
2. On Universal Character of the Primitive Logic
Cited by
2 articles.
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