Autumn term 2011
Permutations and transworld identity
12 October
19 October
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Review of the different tenets of structuralism
Read: Ladyman, “Structural Realism”, SEP, Section 4 until the beginning of Section 4.1
- PII: no requirement of intrinsic discernibility [spring 2010]
- PII: no requirement of absolute discernibilty [spring 2010]
- No objects, only structure and/or relations [autumn 2010]
- Objects exist but depend on structure and/or relations [autumn 2010]
- Objects stand in structural relations but have no intrinsic/non-structural properties [spring 2011]
- No haecceities and hence no transworld identity [autumn 2011]
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Different statistics in physics
Read: “Identity and individuality in quantum theory”, SEP
- Boltzmann
- Bose-Einstein
- Fermi-Dirac
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The semantics of quantified modal logic
Read: Lewis, “Counterpart Theory and Quantified Modal Logic,” Journal of Philosophy 65 (1968), 113–126
- Transworld Identity (Kripke)
- Counterpart Theory (Lewis)
26 October, 2nd November: Permutations in statistical mechanics
Session 5 (9th November): Permutations in QM
- French, "Identity and individuality in quantum field theory", SEP
- French, S., & Redhead, M. L. G. (1988), "Quantum Physics and the identity of indiscernibles", British Journal for the Philosophy of Science, 39. 233-246
- Michael Redhead & Paul Teller (1992), Particle Labels and the Theory of Indistinguishable Particles in Quantum Mechanics. British Journal for the Philosophy of Science 43 (2):201-218.
- Optional further reading:
Paul Teller, “The ins and outs of counterfactual switching”,
16th November: Visiting speaker Alyssa Ney
- Alyssa Ney, Neo-Positivist Metaphysics (m.s.)
Sessions 7 (23rd November)
Session 8 (30 November, 4pm): The hole argument in GR
Session 9 (7 December)
Session 10 (14 December)
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Kate Hodesdon, work in progress: On the set-theoretic hole argument and Putnam's permutation argument
Next term
- Bigaj, Ladyman, and Linnebo?
- Joanna Wolf, BJPS
- Structuralist approaches to dispositions and properties: ancient and contemporary
Individuals, objects, and entities