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16/02/09 Category theory and related fields; history & prospects, MFOberwolfach, Germany: AM preliminary discussions between participants / Futer discussions re planning of meeting / Pierre Cartier: Bourbaki's approaches to foundations revisited in the light of the development of category theory / subsequent discussion / futher short discussion of planning for rest of meeting / 17/02/09 Klaus Volkert: How category theory came to Germany / subsequent discussion / Renaud Chorlay: Devising mixed structres / subsequent discussion / Pierre Schapira: Motives in analysis; the case of hyperfunctions / General panel discussions / Dinner conversations incl S Awodey & C McLarty / 18/02/09 Pierre Ageron: The mathematical work and legacy of Charles Ehresmann / Ralf Kroemer: The role of the theory of groupoids in category theory through the groupoidification viewpoint of Moerdijk et al / Evening conversations / 19/02/09 Jean-Pierre Marquis: The interactions bewteen homotopy theory and category theory / subsequent discus...
michael-wright-collection-MW0002276 · Item
Part of Michael Wright Collection
16/02/09 Category theory and related fields; history & prospects, MFOberwolfach, Germany: AM preliminary discussions between participants / Futer discussions re planning of meeting / Pierre Cartier: Bourbaki's approaches to foundations revisited in the light of the development of category theory / subsequent discussion / futher short discussion of planning for rest of meeting / 17/02/09 Klaus Volkert: How category theory came to Germany / subsequent discussion / Renaud Chorlay: Devising mixed structres / subsequent discussion / Pierre Schapira: Motives in analysis; the case of hyperfunctions / General panel discussions / Dinner conversations incl S Awodey & C McLarty / 18/02/09 Pierre Ageron: The mathematical work and legacy of Charles Ehresmann / Ralf Kroemer: The role of the theory of groupoids in category theory through the groupoidification viewpoint of Moerdijk et al / Evening conversations / 19/02/09 Jean-Pierre Marquis: The interactions bewteen homotopy theory and category theory / subsequent discus...
michael-wright-collection-MW0002272 · Item
Part of Michael Wright Collection