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Quantisation of Two-Dimensional Symplectic Manifolds of Constant Curvature
並列摘要
We use functional integration to investigate the quantisation of two-dimensional symplectic manifolds of constant curvature. We study typical cases of the 2-sphere, the cylinder and the hyperbolic plane. We discuss in detail the underlying symmetry group and obtain the energy spectrum of the representation in each case.
並列關鍵字
無資料被引用紀錄
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