Transcription of Lectures on Symplectic Geometry - ETH Z
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Lectures on Symplectic Geometry - ETH Z
Lectures on Symplectic GeometryAna Cannas da Silva1revised January 2006 Published by Springer-Verlag asnumber 1764 of the series Lecture Notes in original publication is available notes approximately transcribe a 15-week course on Symplectic Geometry Itaught at UC Berkeley in the Fall of course at Berkeley was greatly inspired in content and style by VictorGuillemin, whose masterly teaching of beautiful courses on topics related to sym-plectic Geometry at MIT, I was lucky enough to experience as a graduate am very thankful to him!That course also borrowed from the 1997 Park City summer courses on symplec-tic Geometry and topology, and from many talks and discussions of the symplecticgeometry group at MIT.
and their symplectic submanifolds, and in the work of Taubes in the context of the Seiberg-Witten invariants. Symplectic geometry is significantly stimulated by important interactions with global analysis, mathematical physics, low-dimensional topology, dynamical systems, algebraic geometry, integrable systems, microlocal
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