Atiyah, Michael Francis 1929- Iagolnitzer, Daniel. ebrary, Inc text bibliography biography Electronic books. si River Edge, NJ World Scientific c2003 2003 2nd ed. monographic eng

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xv, 806 p. : ill. Quasiconformal mappings, Teichm�uller spaces, and Kleinian groups / L.V. Ahlfors -- Calcul infinitesimal stochastique / L. Schwartz -- On K�ahler varieties of restricted type / K. Kodaira -- Rational approximations to algebraic numbers / K.F. Roth -- Autobiography / R. Thom -- Looking forward from ICM 1962 / L. H�ormander -- The index of elliptic operators / M.F. Atiyah -- A survey of some recent developments in differential topology / S. Smale -- Effective methods in the theory of numbers ; Effective methods in Diophantine problems -- Effective methods in Diophantine problems. II -- Effective methods in the theory of numbers/Diophantine problems / A. Baker -- R�ole of integrable models in the development of mathematics / S. Novikov -- Pattern theory: a unifying perspective / D. Mumford -- Oppenheim conjecture / G.A. Margulis -- Brisure de sym�etrie spontan�ee et g�eom�etrie du point de vue spectral / A. Connes -- Remarks on gauge theory, complex geometry and 4-manifold topology / S.K. Donalson -- Betti number estimates for nilpotent groups / M.H. Freedman -- A polynomial invariant for knots via von Neumann algebras -- Index for subfactors / V.F.R. Jones -- Birational classification of algebraic threefolds / S. Mori -- Geometry and quantum field theory / E. Witten -- Hamiltonian methods in nonlinear evolution equations / J. Bourgain -- On some recent mthods for nonlinear partial differential equations / P.L. Lions -- Recent developments in dynamics / J.C. Yoccoz -- On the restricted Burnside problem / E.I. Zelmanov -- What is moonshine? / R.E. Borchers -- A new proof of Szemeredi's theorem for arithmetic progressions of length four / W.T. Gowers -- Formal (non)-commutatuve symplectic geometry ; Comments on "Formal (non)-commutative symplectic geometry" / M. Kontsevich -- Rigidity and inflexibility in conformal dynamics / C.T. McMullen -- Open problems in the motivic style homotopy theory, I / V. Voevodsky. editors, Michael Atiyah, Daniel Iagolnitzer. Includes bibliographical references. Electronic reproduction. Palo Alto, Calif. : ebrary, 2009. Available via World Wide Web. Access may be limited to ebrary affiliated libraries. In English, with some articles in French. Mathematics Mathematicians Biography Fields Prizes QA7 .F53 2003eb http://site.ebrary.com/lib/rucke/Doc?id=10085577 http://site.ebrary.com/lib/rucke/Doc?id=10085577 CaPaEBR 040203 ebr10085577