| top of site |
Bas C. van Fraassen PHILOSOPHY 327
Wednesdays, 2:30-4:20; McCosh 66
Instructor Bas C. van Fraassen The course has changed considerably since the last time it was taught. There will be more emphasis on actual experiments of recent decades, which have settled foundational questions previously accessible only to 'thought experiments'. The textbook and lectures presuppose some scientific literacy. Prerequisite: at least one physics course, or consent of the instructor. |
|---|
Textbooks |
Go back to top of this course syllabus
CALENDAR week of Monday:
Ancient atomism introduced to save determinism. Lucretius: the laws of motion and the 'swerve' to save Atomism. Descartes' program: deterministic kinematics. Newton's tactic: determinism by embedding. Hidden variables and cosmic holism. The difficulties of defining determinism; its proper formulation.
Possibility of an indeterministic universe. Causality in an indeterministic universe. Principle of the Common Cause. Bell's Inequalities: preliminary discussion. Common causes as hidden variables. The proof of Bell's Inequalities from t hree premises about causality.
Two slit interference: thought experiments and actual experiments. What are the conceptual implications? The Mixing Principle for probabilities. Two classical principles and their apparent (?) violation.
1st report due Fri Feb 27 2-3 pp
The strange story of the photo-electric effect. Polarization and probability.
The paper by Einstein, Podolsky, and Rosen. How is EPR related to the Bell Inequalities? What sorts of explanations are (in principle) available? "Two sides of a single coin" explanations do not work. Sinister consequences and spooky ac tion at a distance? Impossibility of the Bell telephone.
Concept of state. Mixed states defined; superpositions defined. The differences between pure and mixed states. Non-unique decomposition of mixtures. Ignorance interpretation of mixtures: first refutation. What is an observable? The prep aration criterion. Heisenberg's thought experiment and its misinterpretations. Compatibility and incompatibility.
Go back to top of this course syllabus
2nd report due Mon Mar 30 3-4 pp
How to study an equation of motion: change and invariance. Motivation for the Postulates. Consequences for evolution of pure states. New concept: transition probability. How to study interaction. Classical probability models with compos ition. Basic principles for composition of observables and pure states. Mixing and composition combined. The 'holism' of quantum states. Ignorance interpretation of mixtures: second refutation.
The cat as measuring instrument. Schroedinger's equation and effective correlation of observables. The states of cat, particle, and total system distinguished -- where is the superposition? What precisely is the measurement problem? The interpretation problem at the end of measurement.
Von Neumann's choices. 'Deduction' of the collapse of the wave packet. The GRW model, as improvement/substitute for vN interpretation. Is there a profound difference between Macro and Micro-world? Quantum thermodynamics to the rescue? ' Decoherence' due to the environment; Superselection Rules. Can these proposals be empirically tested?
The Many-Worlds Interpretation (MWI)-- interference between branches? Bohm, the Pilot Wave. Preliminary sketch of Bohm's interpretation. A crucial tension in Bohm's view. Why the initial disregard of Bohm's views? Bohm's solution for ho w to deal with incompatibility. Bohm and the Eigenstate-Eigenvalue Link.
Assumption of genuine indeterminism. Rejection of the Eigenstate-Eigenvalue Link. Extent of determinism. How the values of observables are constrained. Relative possibility; composite systems. Measurement and probability; application to Schroedinger's Cat.
Tues May 12 Dean's date -- paper due 8-10 pages
-------------------------------------------
Go back to top of this course syllabus
Books on Reserve (Firestone)
BIBLIOGRAPHY: The Firestone Reserve Room has been requested to place the following books
on reserve.
A. GENERAL AND PHILOSOPHICAL
Go back to top of this course syllabus
| top of site | publications | abstracts | manuscripts | other interests |
|---|
