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A symplectic manifold .M; !/ is a smooth manifold M endowed with a nondegenerate and closed 2-form !. By Darboux’s Theorem such a manifold looks locally like an open set in some R2n Š Cn with the standard symplectic f
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Document Date: 2013-02-20 06:10:39
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A symplectic manifold .M; !/ is a smooth manifold M endowed with a nondegenerate and closed 2-form !. By Darboux’s Theorem such a manifold looks locally like an open set in some R2n Š Cn with the standard symplectic f