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Michèle Audin (* 1954 in Algier) ist eine französische Mathematikerin, die sich mit Symplektischer Geometrie und Mathematikgeschichte befasst. Außerdem ist sie Schriftstellerin. Michèle Audin ist die Tochter des Mathematikers Maurice Audin. Sie studierte an der École normale supérieure de jeunes filles in Sèvres und wurde 1986 ...
Michèle Audin ( Algiers, 3 January, 1954) is a French mathematician, writer, and a former professor. She has worked as a professor at the University of Geneva, the University of Paris-Saclay and most recently at the University of Strasbourg, where she performed research notably in the area of symplectic geometry. [1] [2] [3] Biography.
Michèle Audin, née le 3 janvier 1954 à Alger, est une mathématicienne et écrivaine française. Biographie [ modifier | modifier le code ] Elle est la fille du mathématicien Maurice Audin et de la professeure de mathématiques Josette Audin , tous deux pieds-noirs [ 1 ] et militants politiques.
2. Apr. 2024 · Seth Schultz. Michèle Audin is a mathematician specializing in symplectic geometry and the author of books on the history of mathematics and the Paris Commune, as well as several books of fiction including, most recently, Paris, boulevard Voltaire suivi de Ponts (L’Arbalète Gallimard, 2023).
2. Apr. 2024 · Seth Schultz. Michèle Audin is a mathematician specializing in symplectic geometry and the author of books on the history of mathematics and the Paris Commune, as well as several books of fiction including, most recently, Paris, boulevard Voltaire suivi de Ponts (L’Arbalète Gallimard, 2023).
Michèle Audin, professor at the University of Strasbourg, has written a book allowing them to remedy this situation and, starting from linear algebra, extend their knowledge of affine, Euclidean and projective geometry, conic sections and quadrics, curves and surfaces.
Authors: Michèle Audin, Mihai Damian. Translation of the popular French textbook. Provides a unified presentation of Morse theory and Floer homology that is unique in the English language. Explains all the required background on symplectic geometry, differential geometry, algebraic topology and analysis.
