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Contributions to foundations of probability calculus on the basis of the modal logical calculus \(MC^\nu\) or \(MC^\nu_\infty\). II: On a known existence rule for the probability calculus. (English) Zbl 0501.03010


MSC:

03B48 Probability and inductive logic
03B45 Modal logic (including the logic of norms)
60A05 Axioms; other general questions in probability

Citations:

Zbl 0485.03006
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References:

[1] A. Bressan , Generalizations of the modal calculi MCv and MC\infty . Their comparison with similar calculi endowed with different semantics. Application to probability theory, in the proceedings of the workshop on modal logic held in Tübingen in Dec. 1977 , i.e. ” Aspects of Philosophical Logic ”, edited by U. Mönnich, Synthese Library Series, Dr. Reidel Publishing Co. , Dordrecht Holland / Boston ( 1981 ), pp. 21 - 66 . Zbl 0476.03028 · Zbl 0476.03028
[2] A. Bressan - A. Montanaro , Contributions to foundations of probability calculus on the basis of the modal logical calculus MCv or MCv* - Part I: Basic theorems of a recent modal version of the probability calculus, based on MCv or MCv* , Rend. Sem. Mat. Univ. Padova , 64 ( 1980 ), p. 11 . Numdam | MR 636630 | Zbl 0485.03006 · Zbl 0485.03006
[3] P. Dore , Introduzione al calcolo delle probabilità , Patron , Bologna 1962 .
[4] H. Reichenbach , The theory of probability. An inquiry into the logical and mathematical foundations of the calculus of probability , University of California Press , Berkeley and Los Angeles , 1949 . MR 31452 | Zbl 0038.28604 · Zbl 0038.28604
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