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The Metaplectic Representation
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1-handles 2-sphere 3-cells 3-manifold action of G affine Artinian assume Azumaya algebra Chapter Chern class coefficients commutative compact component connected contains Corollary curve defined denote digraph disjoint elements embedding end 1-movable 3-manifold end reduction equivalent exact sequence example finite number fixed ring follows formal power series functions G acts G-stable given group acting rationally handle procedure Hence holomorphic homotopy hypotheses implies incompressible invariant isomorphism left Noetherian Lemma let G Lie algebra line bundle linear algebraic group linearly reductive groups log-concave manifold Math matrix maximal ideal metaplectic representation minimal prime ideals module Mpc structure Mpc(V,Q nilpotent non-compact 3-manifold non-zero notation obtained pair PF sequence Pi-algebra polynomial Poset Conjecture prequantization proof of Theorem properties Proposition prove quantization real zeros reductive groups Remark result satisfies semiprime space Spec subalgebra submanifold subset Suppose surface surjective symplectic Theorem theory trivial Ueda Ueda class vector