Feynman Path Integrals in Quantum Mechanics and Statistical Physics (Hardcover, 1)

Chapter 1. Path Integral Formalism Intuitive Approach. Chapter 2. Matrix Representation of Linear Operators. Chapter 3. Operators in Phase Space. Chapter 4. Transition Amplitude. Chapter 5. Stationary and Quasi-Classical Approximations. Chapter 6. Generalized Feynman Path Integration. Chapter 7. From Path Integration to the Schodinger Equation. Chapter 8. Quasi-Classical Approximation. Chapter 9. Free Particle and Harmonic Oscillator. Chapter 10. Matrix Element of a Physical Operator via Functional Integral. Chapter 11. Path Integral Perturbation Theory. Chapter 12. Transition Matrix Element. Chapter 13. Functional Derivative. Chapter 14. Quantum Statistical Mechanics Functional Integartion Approach. Chapter 15. Partition Function and Density Matrix Path Integration Representation. Chapter 16. Quasi-Classical Approximation in Quantum Statistical Mechanics. Chapter 17. Feynman Variational Method. Chapter 18. Polaron Theory. Chapter 19. Multiphoton Absorption by Polarons in a Spherical Quantum Dot. Chapter 20. Polaronic Kinetics in a Speherical Quantum Dot. Chapter 21. Kinetic Theory of Gases.