First Steps towards Computably-Infinite Information Systems

Author:

Apostoli Peter,Kanda Akira,Polkowski Lech

Publisher

Springer Berlin Heidelberg

Reference67 articles.

1. Aczel, P.: Frege Structure and the Notions of Proposition, Truth and Set. In: Barwise, J., Keisler, H., Kunen, K. (eds.) The Kleene Symposium, pp. 31–59. North-Holland, Amsterdam (1980)

2. Lecture Notes in Artificial Intelligence;P. Apostoli,2001

3. Apostoli, P., Kanda, A.: Parts of the Continuum: towards a modern ontology of science, forthcoming in Poznan Studies in the Philosophy of Science and the Humanities, Ed. Leszek Nowak

4. Apostoli, P., Kanda, A.: Rough Sets and the Continuum. Submitted to Advances in Rough Sets J., Eds-in-Chief J. Peters and A. Skowron. Springer LNAI subseries

5. Bell, J.L.: Type Reducing Correspondences and Well-Orderings: Frege’s and Zermelo’s Constructions Re-examined. J. of Symbolic Logic 60 (1995)

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1. ALTERNATIVE SET THEORIES;Philosophy of Mathematics;2009

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