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[HM] Poincare Conference
Posted:
Apr 29, 2004 5:13 AM
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Dear HMers
The 150th anniversary of the birth of Henri Poincaré is being celebrated by a conference, jointly organised by The Open University and the Archives et Centre de Recherche Henri Poincaré, and taking place in Milton Keynes, UK, 21-23rd May 2004.
If you would like further information, please contact Jeremy Gray, Centre for the History of the Mathematical Sciences, The Open University, Milton Keynes, MK7 6AA. j.j.gray@open.ac.uk
June Barrow-Green
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HENRI POINCARÃÂ 1854-1912
A meeting organised by The Centre for the History of the Mathematical Sciences, The Open University, Milton Keynes, and Archives et Centre de Recherche Henri Poincaré, Université Nancy 2, to celebrate the 150th anniversary of the birth of Henri Poincaré
The Open University and KentÃÂs Hill Conference Centre, Milton Keynes. Friday 21st May to Sunday 23rd May, 2004
Friday 21st May àOpen University Poincaré and PoincaréÃÂs mathematics today 10.30 Robert Mackay, FRS (Warwick) PoincaréÃÂs second species orbits 12.00 Sir Michael Berry, FRS (Bristol) Divergent series before and after Poincaré 2.30 Nigel Hitchin, FRS (Oxford) The geometrization of manifolds 4.00 Jean Mahwhin, (Louvain) Henri Poincaré. A life in the service of science
Saturday 22nd May àKentÃÂs Hill Conference Centre The legacy of Poincaré 9.00 Jeremy Gray (OU) Poincaré between Leibniz and Kant 10.00 Gerhard Heinzmann (AHP, Nancy) Why Poincaré should be a standard author in philosophy 11.30 Philippe Nabonnand (AHP, Nancy) The Lie-Poincaré relationship 2.00 Scott Walter (AHP, Nancy) PoincaréÃÂs physical rehabilitation of mathematics 3.00 Olivier Darrigol (CNRS, Paris) The Poincaré-Einstein connection 4.30 June Barrow-Green (OU) G.D. Birkhoff: ÃÂAn intellectual disciple of PoincaréÃÂ
Sunday 23rd May àKentÃÂs Hill Conference Centre Poincaré and topology 9.00 Klaus Volkert (Frankfurt) PoincaréÃÂs route to the Poincaré conjecture 10.00 Moritz Epple (Frankfurt) Tietze and Dehn on topology 11.30 Jose Ferreiros (Seville) The early days of point-set topology, and Poincaré
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