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FondsMichael Wright Collection
5683 en plus...
PièceMW0001056 - 10/11/05 Colloque: Einstein Chez Les Philosophes, Univ. Paris IV - Sorbonne: Jean Seidengart: La theorie de la relativité selon Cohen & Natorp / Roundtable Q&A and discussion
PièceMW0001057 - 14/11/05 Structures in Mathematics (History & Philosophy), REHSEIS, Univ Paris VII: Benoit Timmereman: Prehistory of concept of structure / Leo Corry: From Algebra (1985) to Moderne Algebra (1930)
PièceMW0001057 - 14/11/05 Structures in Mathematics (History & Philosophy), REHSEIS, Univ Paris VII: Benoit Timmereman: Prehistory of concept of structure / Leo Corry: From Algebra (1985) to Moderne Algebra (1930) (contd.)
PièceMW0001058 - 14/11/05 Structures in Mathematics (History & Philosophy), REHSEIS, Univ Paris VII: Fragments and connecting passages of talks by Jacqueline Boniface; Jean Dhombres / Bruno Leclercq: Structural objects in Hilbert, Husserl & Carnap (1st part)
PièceMW0001058 - 14/11/05 Structures in Mathematics (History & Philosophy), REHSEIS, Univ Paris VIII: Bruno Leclercq: Structural objects in Hilbert, Husserl & Carnap (last part) / discussion
PièceMW0001059 - 14/11/05 Structures in Mathematics (History & Philosophy), REHSEIS, Univ Paris VII: Jacqueline Boniface: La contribution Hilbertienne a l'emergence de la notionb de structure mathematique / Jean Dhombres: An epistemological or historical contradiction - Bourbaki's rigorous definitions for basic structures (1939 - 1969) / interval discussion / Bruno Leclercq: Structural objects in Hilbert, Husserl & Carnap
PièceMW0001059 - 14/11/05 Structures in Mathematics (History & Philosophy), REHSEIS, Univ Paris VII: Jean Dhombres: An epistemological or historical contradiction - Bourbaki's rigorous definitions for basic structures (1939 - 1969) / interval discussion / Bruno Leclercq: Structural objects in Hilbert, Husserl & Carnap (contd.)
PièceMW0001060 - 15/11/05 Structures in Mathematics (History & Philosophy), REHSEIS, Univ Paris VII: Jessica Carter: Is structuralism viable as a description of mathematical practice? / Dan Isaacson: What is a mathematical structure?
PièceMW0001060 - 15/11/05 Structures in Mathematics (History & Philosophy), REHSEIS, Univ Paris VII: Jessica Carter: Is structuralism viable as a description of mathematical practice? / Dan Isaacson: What is a mathematical structure? (contd.)
2543 en plus...

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14/11/05 Structures in Mathematics (History & Philosophy), REHSEIS, Univ Paris VIII: Bruno Leclercq: Structural objects in Hilbert, Husserl & Carnap (last part) / discussion

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Imprimé : 2026-04-16