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8
votes
Accepted
Lagrangian Submanifolds in Deformation Quantization
Well, in the symplectic case, the situation is somehow much simpler as in the general Poisson case where you only can speak about coisotropic (there is no good meaning of minimal coisotropic as the ra …
12
votes
Why are Lagrangian subspaces in a symplectic vector space interesting?
In symplectic linear algebra this is perhaps not completely clear. However, if one passes to symplectic geometry then the Lagrangean submanifolds indeed play a dominant role. This is in some sense Wei …