Pages: 44-47
Date of Publication: 12-Aug-2026
__ampersandsignldquo;NONSTANDARD MODEL AND ITS AXIOMATIC REPRESENTATION__ampersandsignrdquo;
Author: BABAN KUMAR and Dr. Mukund Kumar Singh
Category: Engineering, Science and Mathematics
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Abstract:
Our main aim is to extend ZFC by replacing the regularity axiom to overcome the hurdle that every nonstandard theory has to deal with Hrback paradox. A. Robinson and E. Zakon initiated super structure approach to Nonstandard analyses. we show here that the Harback paradox may be dated in the universes of nonstandard set theory unlimited. The axiomatic theory *ZFC is an extension of the traditional framework of set-theoretic strucre.
Full Text:
Our main aim is to extend ZFC by replacing the regularity axiom to overcome the hurdle that every nonstandard theory has to deal with Hrback paradox. A. Robinson and E. Zakon initiated super structure approach to Nonstandard analyses. we show here that the Harback paradox may be dated in the universes of nonstandard set theory unlimited. The axiomatic theory *ZFC is an extension of the traditional framework of set-theoretic strucre.
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