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The classical limit in geometric quantization by group extension
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Physical systems as a rule are associated with a symmetry group. The group approach to geometric quantization makes use of this to introduce a quantization by means of group extension. This procedure is discussed and applied to a physical system whose group law has its origin with the Galilean group. The main intention is to investigate the classical limit and its relationship under this approach to geometric quantization. The classical quantization conditions are obtained based on a deeper foundation.
World Scientific Pub Co Pte Ltd
Title: The classical limit in geometric quantization by group extension
Description:
Physical systems as a rule are associated with a symmetry group.
The group approach to geometric quantization makes use of this to introduce a quantization by means of group extension.
This procedure is discussed and applied to a physical system whose group law has its origin with the Galilean group.
The main intention is to investigate the classical limit and its relationship under this approach to geometric quantization.
The classical quantization conditions are obtained based on a deeper foundation.
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