Semiclassical quantization of classically chaotic systems

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Abstract
It is argued that the global, uniform semiclassical approximation to quantization afforded by a coherent-state approach is well suited for an analysis of classically chaotic systems. Special attention is given to the interpolating action which incorporates in a single expression the classical action for each and every contributing classical trajectory. Approximate expressions for the configuration-space propagator are presented for small, intermediate, and large propagation times.

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