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FondsMichael Wright Collection
7046 en plus...
PièceMW0002505 - 08/06/07 Summer school on contemporary categorical methods in Algebra & Topology, Haute Bodeux: Jiri Rosicky: Accessible categories and homotopy theory
PièceMW0002506 - 08/06/07 Summer school on contemporary categorical methods in Algebra & Topology, Haute Bodeux: Jiri Rosicky: Accessible categories and homotopy theory / Nelsons Martins Ferrieira: The pseudo-category of paths in a topological abelian group
PièceMW0002507 - 05/06/07 Summer school on contemporary categorical methods in Algebra & Topology, Haute Bodeux: Zurab Janelidze: Categorical term conditions / Maria Manuel Clementino: Categorical and topological aspects of semi-abelian theories
PièceMW0002508 - 04/06/07 Summer school on contemporary categorical methods in Algebra & Topology, Haute Bodeux: Tim Van Der Linden: Eckmann-Hilton homotopy semi-abelianized / Lourdes Sousa: Complete logics of morphisms - extending Birkhoff's / Valentini Rossi: Admissible Galois structures and converings in regular malcev categories
PièceMW0002509 - 21/06/07 Paris: Daniel Guin: Course on category theory for students & doctoral candidates
PièceMW0002510 - 19/06/07 Philosophy of math as an interpretive enterprise; how much of the history of math should the philosophy of mathematics be called on to account for?, REHSEIS: Stewart Shapiro: Faithful to what?; suggested constraints on a theory of meaning for math & a presentation of ante rem structurealism in relation to math practise / subsequent discussions
PièceMW0002511 - 19/06/07 Philosophy of math as an interpretive enterprise; how much of the history of math should the philosophy of mathematics be called on to account for?, REHSEIS: Klaus Forvin Jorgensen: The philosophy significance of Godel#s dialectica interpretation
PièceMW0002512 - 19/06/07 Philosophy of math as an interpretive enterprise; how much of the history of math should the philosophy of mathematics be called on to account for?, REHSEIS: Jessica Carter: A philosophical description of mathematical objects on the basis of case studies in mathematics
PièceMW0002513 - 19/06/07 Philosophy of math as an interpretive enterprise; how much of the history of math should the philosophy of mathematics be called on to account for?, REHSEIS: Ken Manders: Philosophy of math & actualy mathematics / coffee break conversations
1180 en plus...

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21/06/07 Paris: Daniel Guin: Course on category theory for students & doctoral candidates

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Imprimé : 2026-04-18