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Title: Semi-classical approximation in quantum mechanics/ V.P. Maslov and M.V. Fedoriuk ; translated from the Russian by J. Niederle and J. Tolar. (M) Dewey Class: 530.12 (DDC) Author: Maslov, Viktor Pavlovich Added Personal Name: Fedorëiìuk, Mikhail Vasil§evich Publication: Boston : Reidel, c1981 Physical Details: ix, 301 pages; 23 cm. Series: Mathematical physics and applied mathematics; v.7 ISBN: 9027712190 Note: Translation of: Kvaziklassicheskoe priblizhenie dlëiìa uravneniæi kvantovoæi mekhaniki. Summary Note: I Quantization of Velocity Field (the Canonical Operator).- 1. The method of Stationary phase. The Legendre Transformation.- 2. Pseudodifferential Operators.- 3. The Hamilton-Jacobi Equation. The Hamilton System.- 4. The Lagrangian Manifolds and Canonical Transformations.- 5. Fourier Transformation of a ?-Pseudo-differential Operator (the Transition to p-Representation).- 6. The Precanonical Operator (Quantization of the Velocity Field in the Small).- 7. The Index of a Curve on a Lagrangian Manifold.- 8. The Canonical Operator (Global Quantization of the Velocity Field).- 9. Global Quantization of the Velocity Field. Higher Approximations.- II Semi-Classical Approximation for Non-Relativistic and Relativistic Quantum Mechanical Equations.- 10. The Cauchy Problem with Rapidly Oscillating Initial Data for Scalar Hamiltonians.- 11. Matrix Hamiltonians.- 12. The Semi-Classical Asymptotics of the Cauchy Problem for the Schroedinger Equation.- 13. The Asymptotic Series for the Eigenvalues (Bohr's Quantization Rule).- 14. Semi-Classical Approximations for the Relativistic Dirac Equation.- References.- Index of Assumptions, Theorems, Etc..: ------------------------------ 00000000055046 Verfügbar in SISSA General 530.145 MAS -----------------------------------------------
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