Michael Wright Collection

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Lawvere, Francis William

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14/11/00 conversations: FW Lawvere & A Kock following geometric structures in logic, physics & computer science, É.N.S. Paris meeting (contd.)

michael-wright-collection-MW0002163 · Item

Parte de Michael Wright Collection

Aspects 2000 Tape 2: Francis William Lawvere: What's Wrong with Quantum Mechanics / Viv Pope: Apology: Existence of Proton / discussion incl. P Noyes, T Bastin, C Kilmister (contd.)

michael-wright-collection-MW0002166 · Item

Parte de Michael Wright Collection

22/11/00 Florence: 3rd Tape of discussions incl.FW Lawvere, A Peruzzi & M Wright (contd.)

michael-wright-collection-MW0002184 · Item

Parte de Michael Wright Collection

22/11/00 Discussions incl. FW Lawvere, A Peruzzi & M Wright

michael-wright-collection-MW0002185 · Item

Parte de Michael Wright Collection

23/11/00 Florence: Discussions 5th Tape incl. FW Lawvere /

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Parte de Michael Wright Collection

09/02/00 MW Reflections on FWL view of Foundations of Math

michael-wright-collection-MW0002089 · Item

Parte de Michael Wright Collection

18/07/00 CT 2000, The International Summer Conference in Category Theory, Villa Olmo, Como, Italy: Discussions incl. R Brown, FW Lawvere & M Zawadowski / Peter Freyd: Geometrical approach to calculus

michael-wright-collection-MW0002126 · Item

Parte de Michael Wright Collection

??/05/94 Florence: FW Lawvere: ??? (contd.)

michael-wright-collection-MW0003976 · Item

Parte de Michael Wright Collection

30/11/07 Boston colloquium meeting on trends in the mathematical representation of space: Conversations incl M Wright, FW Lawvere & P Cartier

michael-wright-collection-MW0002643 · Item

Parte de Michael Wright Collection

24/06/08 Calais International Category Theory Conference: FW Lawvere: Lextensivity rig geometry and core varities / George Janelidze: Internal categories, descent and Galois theory in monoidal cateogories / Pedro Resende: On Cartesian bicategories (joint work with Bob Walters) / Pedro Resende: Natural transformations between strong monoidal functors and the Rubbano theorem: Adjoint characterisation of dualities in monoidal categories / 26/06/08 Taslyn Kusalik: The continuum hypothesis in topos theory and in algebraic set theory / discussions incl. FW Lawvere

michael-wright-collection-MW0002400 · Item

Parte de Michael Wright Collection

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