
×
Functional Integration and Semiclassical Expansions
von Flor Langouche, Dirk Roekaerts und E. TirapeguiInhaltsverzeichnis
- I: Functional integrals defined as limits of discretized expressions.
- II: Correspondence rules and functional integral representations.
- III: Functional integral representations of expectation values. Time-ordered products.
- IV: Perturbation expansions.
- V: Short time propagators and the relations between them.
- VI: Covariant definitions of functional integrals.
- VII: Functional integral methods in Fokker-Planck dynamics.
- VIII: Product integrals.
- IX: The semiclassical expansion in phase space.
- X: The semiclassical expansion in configuration space.
- XI: Other approaches.
- XII: Computation of the propagator on the sphere S3.
- References.