Research Catalog
A theory of physical probability
- Title
- A theory of physical probability / Richard Johns.
- Author
- Johns, Richard, 1968-
- Publication
- Toronto : University of Toronto Press, [2002], ©2002.
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1 Item
Status | Format | Access | Call Number | Item Location |
---|---|---|---|---|
Text | Request in advance | BC141 .J64 2002 | Off-site |
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Details
- Description
- vi, 259 pages : illustrations; 24 cm.
- Series Statement
- Toronto studies in philosophy
- Uniform Title
- Toronto studies in philosophy.
- Subjects
- Bibliography (note)
- Includes bibliographical references (p. 245-251) and index.
- Contents
- 1. Introduction. 1.1. Motivation for the Causal Theory of Chance. 1.2. Problems for the Causal Theory. 1.3. Advantages of the Causal Theory. 1.4. Overview of the Book -- 2. Logic and Probability. 2.1. The Objections to Logical Probability. 2.2. The Nature of Logical Probability. 2.3. Measuring Degrees of Belief. 2.4. The Axioms of Probability. 2.5. Relative Probabilities. 2.6. Interval Probabilities. 2.7. The Symmetry Axiom -- 3. Causation and Determination. 3.1. Causation. 3.2. Determination. 3.3. How Are Causation and Determination Related? -- 4. Physical Chance. 4.1. The Definition of Chance. 4.2. Chance Is Relativized to a System. 4.3. Lewis's Objections. 4.4. A Proof of Miller's Principle. 4.5. The Objections of Howson and Urbach. 4.6. Chance and Relative Frequency. 4.7. Frequency Theories of Probability. 4.8. Conditional Chances -- 5. Classical Stochastic Mechanics. 5.1. What Is CSM Good for? 5.2. The Law Function.
- 5.3. Relevance and Correlation. 5.4. Chance in a Composite System. 5.5. Sub-histories, States, and Markov Systems. 5.6. Boundary Conditions and Time. 5.7. The Arrow of Time -- 6. Correlation. 6.1. Classical and Quantum Correlation. 6.2. Reactions to EPR. 6.3. Beyond Postulate CSM3 -- 7. The State Vector. 7.1. The Problem. 7.2. Large and Small Systems. 7.3. Chance for Small Systems. 7.4. Summary -- 8. Conclusion.
- ISBN
- 0802036031 (bound) :
- OCLC
- ocm48493962
- SCSB-4310110
- Owning Institutions
- Columbia University Libraries