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Predictive probability and analogy by similarity in inductive logic
Erkenntnis, 1995Theλ-continuum of inductive methods was derived from an assumption, calledλ-condition, which says that the probability of finding an individual having propertyx j depends only on the number of observed individuals having propertyx j and on the total number of observed individuals ...
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Integration of logic and probability in inductive and terminological reasoning
Intelligenza Artificiale: The international journal of the AIxIA, 2014Representing uncertain information is crucial for modeling real world domains. This has been fully recognized both in the field of Logic Programming and of Description Logics (DLs), with the introduction of probabilistic logic languages (PLL) in logic and with various probabilistic extensions of DLs respectively.
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PSA: Proceedings of the Biennial Meeting of the Philosophy of Science Association, 1976
Nature is to us like an infinite ballot box, the contents of which are being continually drawn, ball after ball, and exhibited to us. Science is but the careful observation of the succession in which balls of various character present themselves ([12], p. 150).The project of formulating an account of scientific inference in terms of concepts drawn from
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Nature is to us like an infinite ballot box, the contents of which are being continually drawn, ball after ball, and exhibited to us. Science is but the careful observation of the succession in which balls of various character present themselves ([12], p. 150).The project of formulating an account of scientific inference in terms of concepts drawn from
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Probability and Inductive Logic
Reasoning from inconclusive evidence, or 'induction', is central to science and any applications we make of it. For that reason alone it demands the attention of philosophers of science. This element explores the prospects of using probability theory to provide an inductive logic: a framework for representing evidential support.openaire +1 more source
SSRN Electronic Journal, 2019
J.M. Keynes’s method in the A Treatise on Probability, inexact measurement and approximation using non additive upper and lower probabilities, is a formal, inductive logic built on G. Boole’s original Boolean Algebra and Logic. It has nothing to do with "…a given list of possible behaviors. ” (Almeida, no date).
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J.M. Keynes’s method in the A Treatise on Probability, inexact measurement and approximation using non additive upper and lower probabilities, is a formal, inductive logic built on G. Boole’s original Boolean Algebra and Logic. It has nothing to do with "…a given list of possible behaviors. ” (Almeida, no date).
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SSRN Electronic Journal, 2019
J M Keynes’s method was explicitly introduced and used in the A Treatise on Probability in Parts II, III and V. Keynes’s method is an inductive logic built on the mathematical logic and algebra of George Boole. Boole introduced non linearity and non additivity into his approach using interval valued probability that used lower and upper bounds. Boole’s
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J M Keynes’s method was explicitly introduced and used in the A Treatise on Probability in Parts II, III and V. Keynes’s method is an inductive logic built on the mathematical logic and algebra of George Boole. Boole introduced non linearity and non additivity into his approach using interval valued probability that used lower and upper bounds. Boole’s
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Studies in Inductive Logic and Probability.
The Journal of Philosophy, 1974Paul Teller +2 more
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Journal of Economics & Management Research
Ramsey’s severe confusions, based on his ruminations and musings about the logical foundations for Keynes’s relational, propositional logic, led him to come to the bizarre conclusion that Keynes ‘s premises and conclusions, contained in Keynes’s Boolean, relational, propositional logic were somehow tied together with Plato’s metaphysical relations ...
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Ramsey’s severe confusions, based on his ruminations and musings about the logical foundations for Keynes’s relational, propositional logic, led him to come to the bizarre conclusion that Keynes ‘s premises and conclusions, contained in Keynes’s Boolean, relational, propositional logic were somehow tied together with Plato’s metaphysical relations ...
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Studies in Inductive Logic and Probability. Volume 1.
Journal of the Royal Statistical Society. Series A (General), 1973D. V. Lindley +2 more
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Studies in Inductive Logic and Probability (Vol. II).
Journal of the American Statistical Association, 1982Mark J. Schervish, Richard C. Jeffrey
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