Finiteness Axioms on Fragments of Intuitionistic Set Theory

Author:

Camerlo Riccardo

Publisher

Duke University Press

Subject

Logic

Reference5 articles.

1. [2] Camerlo, R., "Assiomi di finitezza su frammenti della teoria intuizionistica degli insiemi", B.Sc. dissertation, University of Turin, Turin, (1995).

2. [5] Previale, F., "Induction and foundation in the theory of hereditarily finite sets", Archive for Mathematical Logic, vol. 33 (1994), pp. 213--41.

3. [1] Aczel, P., and M. Rathjen, "Notes on constructive set theory", Reports Institut Mittag-Leffler, no. 40 (2000/2001).

4. [3] Givant, S., and A. Tarski, "Peano arithmetic and the Zermelo-like theory of sets with finite ranks", Abstracts of the American Mathematical Society, no. 77T-E51 (1977).

5. [4] Previale, F., "Absolute set theory", unpublished manuscript, 1997.

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1. Rudimentary and arithmetical constructive set theory;Annals of Pure and Applied Logic;2013-04

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