Michael Wright Collection

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20/03/06 Russell, Mathematics & Logicism, REHSEIS, Paris: Francois Schmitz: Echapper a la contradiction qu'implique une conception de difference sans difference de conception

michael-wright-collection-MW0000456 · Item

Part of Michael Wright Collection

20/03/03 - 02/04/03 various recordings (MW)

michael-wright-collection-MW0001370 · Item

Part of Michael Wright Collection

20/03/03 - 02/04/03 various recordings (MW)

michael-wright-collection-MW0001370 · Item

Part of Michael Wright Collection

20/02/96 Sigma Club Lecture, University of Cambridge, conv. Michael Redhead: Alex Oliver: The metaphysics of sets; critique of Lewis "parts of classes"

michael-wright-collection-MW0003041 · Item

Part of Michael Wright Collection

20/02/96 Sigma Club Lecture, University of Cambridge, conv. Michael Redhead: Alex Oliver: The metaphysics of sets; critique of Lewis "parts of classes"

michael-wright-collection-MW0003041 · Item

Part of Michael Wright Collection

20/02/93 Workshop on Foundations and Philosophy of Mathematics, London, Ontario, Canada: Jim Lahbek: Godel In Restropect

michael-wright-collection-MW0003169 · Item

Part of Michael Wright Collection

20/02/93 Workshop on Foundations and Philosophy of Mathematics, London, Ontario, Canada: FW Lawvere: What is the true relation of logic and set theory? (contd.)

michael-wright-collection-MW0003173 · Item

Part of Michael Wright Collection

20/02/93 Workshop on Foundations and Philosophy of Mathematics, London, Ontario, Canada: FW Lawvere: What is the true relation of logic and set theory? / Discussions

michael-wright-collection-MW0003172 · Item

Part of Michael Wright Collection

20/02/93 Workshop on Foundations and Philosophy of Mathematics, London, Ontario, Canada: FW Lawvere: What is the true relation of logic and set theory?

michael-wright-collection-MW0003171 · Item

Part of Michael Wright Collection

20/02/93 Workshop on Foundations and Philosophy of Mathematics, London, Ontario, Canada: FW Lawvere: What is the true relation of logic and set theory?

michael-wright-collection-MW0003173 · Item

Part of Michael Wright Collection

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