- Georges Henri Reeb (12 November 1920 â€“ 6 November 1993) was a French mathematician.
- He worked in differential topology, differential geometry, differential equations, topological dynamical systems theory and non-standard analysis. In 1943 he received his PhD from University of Strasbourg (that had been evacuated during the war to Clermont-Ferrand) with the dissertation PropriÃ©tÃ©s topologiques des variÃ©tÃ©s feuilletÃ©es.
- His adviser was Charles Ehresmann. In 1954, he was at the Institute for Advanced Study. In 1965 Reeb, Jean Leray and Pierre Lelong founded a series of encounters between theoretical physicists and mathematicians in Strasbourg (Rencontres entre MathÃ©maticiens et Physiciens ThÃ©oriciens). He was a professor in Grenoble (UniversitÃ© Joseph Fourier) and Strasbourg (UniversitÃ© Louis Pasteur) where he directed the Institut de Recherche MathÃ©matique AvancÃ©e (The Institute of Mathematics of the University of Strasbourg) between 1967 and 1972, which he founded with Jean Frenkel in 1966. Reeb is the founder of the topological theory of foliations (FeuilletÃ©es, BlÃ¤tterungen), manifolds with a special local product structure. He invented what is now called the Reeb foliation, a foliation of the 3-sphere, all the leaves of which are diffeomorphic to R2, except one, which is a (compact!) 2-torus.Reeb sphere theorem says that a compact manifold with a function with exactly two critical points is homeomorphic to the sphere.
- This is used to prove that the Milnor spheres, although not diffeomorphic, are homeomorphic to the sphere S7, a result that came in 1956. Reeb received an honorary doctorate from the Albert-Ludwigs-UniversitÃ¤t Freiburg and from the UniversitÃ© de NeuchÃ¢tel.

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