Some thoughts on Wesley salmon's contributions to the philosophy of probability
Philosophy of Science 71 (5):942-949 (2004)
| Abstract | Wesley Salmon provided three classic criteria of adequacy for satisfactory interpretations of probability. A fourth criterion is suggested here. A distinction is drawn between frequency‐driven probability models and theory‐driven probability models and it is argued that single case accounts of chance are superior to frequency accounts at least for the latter. Finally it is suggested that theories of chance should be required only to be contingently true, a position which is a natural extension of Salmon's ontic account of probabilistic causality and his own later views on propensities. | |||||||||
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James H. Fetzer (1972). Statistical Explanations. PSA: Proceedings of the Biennial Meeting of the Philosophy of Science Association 1972:337 - 347.
James H. Fetzer (1991). Book Review:Scientific Explanation Philip Kitcher, Wesley C. Salmon; Four Decades of Scientific Explanation Wesley C. Salmon. [REVIEW] Philosophy of Science 58 (2):288-.
Federica Russo (2006). Salmon and Van Fraassen on the Existence of Unobservable Entities: A Matter of Interpretation of Probability. Foundations of Science 11 (3).
Wesley C. Salmon (1998). Causality and Explanation. Oxford University Press.
Wesley C. Salmon (2005). Reality and Rationality. Oxford University Press.
Wesley C. Salmon (1959). Book Review:Probability, Statistics and Truth Richard von Mises, Hilda Geiringer. [REVIEW] Philosophy of Science 26 (4):387-.
Wesley C. Salmon (1967). Book Review:Probability and the Logic of Rational Belief Henry E. Kyburg, Jr. [REVIEW] Philosophy of Science 34 (3):283-.
Henk W. de Regt (2006). Wesley Salmon's Complementarity Thesis: Causalism and Unificationism Reconciled? International Studies in the Philosophy of Science 20 (2):129 – 147.
Adolf Grünbaum (2004). Wesley Salmon's Intellectual Odyssey and Achievements. Philosophy of Science 71 (5):922-925.
Phil Dowe (1992). Wesley Salmon's Process Theory of Causality and the Conserved Quantity Theory. Philosophy of Science 59 (2):195-216.
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