Studies in Inductive Probability and Rational Expectation

Paperback Engels 2014 9789400998322
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3 in philosophy, and therefore in metaphilosophy, cannot be based on rules that avoid spending time on pseudo-problems. Of course, this implies that, if one succeeds in demonstrating convincingly the pseudo-character of a problem by giving its 'solution', the time spent on it need not be seen as wasted. We conclude this section with a brief statement of the criteria for concept explication as they have been formulated in several places by Carnap, Hempel and Stegmiiller. Hempel's account ([13J, Chapter 1) is still very adequate for a detailed introduction. The process of explication starts with the identification of one or more vague and, perhaps, ambiguous concepts, the so-called explicanda. Next, one tries to disentangle the ambiguities. This, however, need not be possible at once. Ultimately the explicanda are to be replaced (not necessarily one by one) by certain counterparts, the so-called explicata, which have to conform to four requirements. They have to be as precise as possible and as simple as possible. In addition, they have to be useful in the sense that they give rise to the formulation of theories and the solution of problems. The three requirements of preciseness, simplicity and usefulness. have of course to be pursued in all concept formation.

Specificaties

ISBN13:9789400998322
Taal:Engels
Bindwijze:paperback
Aantal pagina's:154
Uitgever:Springer Netherlands

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Inhoudsopgave

1. Introduction.- 1. Concept Explication.- 2. Objectives and Survey.- 2. Cognitive Rationality.- 1. On the Explication of the Concept of Rationality.- 2. Cognitive Rationality and Patterns of Expectation.- 3. Inductive Reasoning and Inductive Probability Theory.- 3. Logico-Mathematical Preliminaries.- 1. Logical Vocabulary.- 2. Set-theoretical Vocabulary.- 3. Some Elements of Probability Theory.- 4. Formally Rational Expectation in a Paradigmatic Context.- 1. Paradigmatic Contexts.- 2. Two Conditions for Rational Expectation.- 3. A Framework for a Paradigmatic Context.- 4. First Analysis of a Rational Expectation Pattern.- 5. A Framework for a Paradigmatic Context (continued).- 6. Third Formal Condition for Rational Expectation.- 7. Decidable Contexts.- 5. Generalized Carnapian Systems.- 1. Introduction.- 2. Constitutive Principles and Definition of GC-systems.- 3. General Analysis of GC-systems.- 1. Some Direct Consequences.- 2. Generalized Special Values.- 3. First Interpretation of GC-systems: the Urn-model (w

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          Studies in Inductive Probability and Rational Expectation