Quantum Mechanics of Non-Hamiltonian and Dissipative Systems: Monograph Series on Nonlinear Science and Complexity, cartea 7
Autor Vasily Tarasoven Limba Engleză Hardback – 7 mai 2008
• Requires no preliminary knowledge of graduate and advanced mathematics • Discusses the fundamental results of last 15 years in this theory• Suitable for courses for undergraduate students as well as graduate students and specialists in physics mathematics and other sciences
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Specificații
ISBN-13: 9780444530912
ISBN-10: 0444530916
Pagini: 530
Dimensiuni: 152 x 229 x 45 mm
Greutate: 0.92 kg
Editura: ELSEVIER SCIENCE
Seria Monograph Series on Nonlinear Science and Complexity
ISBN-10: 0444530916
Pagini: 530
Dimensiuni: 152 x 229 x 45 mm
Greutate: 0.92 kg
Editura: ELSEVIER SCIENCE
Seria Monograph Series on Nonlinear Science and Complexity
Public țintă
Libraries and professors as well as upper-level undergraduates and graduate students in physicsCuprins
Part I. Quantum Kinematics
1. Quantum Kinematics of Bounded Observables
2. Quantum Kinematics of Unbounded Observables
3. Mathematical Structures in Quantum Kinematics
4. Spaces of Quantum Observables
5. Algebras of Quantum Observables
6. Mathematical Structures on State Sets
7. Mathematical Structures in Classical Kinematics
8. Quantization in Kinematics
9. Spectral Representation of Observable
Part II. Quantum Dynamics
10. Superoperators and its Properties
11. Superoperator Algebras and Spaces
12. Superoperator Functions
13. Semi-groups of Superoperators
14. Differential Equations for Quantum Observables
15. Quantum Dynamical Semi-Groups
16. Classical Non-Hamiltonian Dynamics
17. Quantization of Dynamical Structure
18. Quantum Dynamics of States
19. Dynamical Deformation of Algebras of Observables
20. Fractional Quantum Dynamics
21. Stationary States of non-Hamiltoniam Systems
22. Quantum Dynamical Methods
23. Path Integral for non-Hamiltoniam Systems
24. Non-Hamiltonian Systems as a Quantum Computers
1. Quantum Kinematics of Bounded Observables
2. Quantum Kinematics of Unbounded Observables
3. Mathematical Structures in Quantum Kinematics
4. Spaces of Quantum Observables
5. Algebras of Quantum Observables
6. Mathematical Structures on State Sets
7. Mathematical Structures in Classical Kinematics
8. Quantization in Kinematics
9. Spectral Representation of Observable
Part II. Quantum Dynamics
10. Superoperators and its Properties
11. Superoperator Algebras and Spaces
12. Superoperator Functions
13. Semi-groups of Superoperators
14. Differential Equations for Quantum Observables
15. Quantum Dynamical Semi-Groups
16. Classical Non-Hamiltonian Dynamics
17. Quantization of Dynamical Structure
18. Quantum Dynamics of States
19. Dynamical Deformation of Algebras of Observables
20. Fractional Quantum Dynamics
21. Stationary States of non-Hamiltoniam Systems
22. Quantum Dynamical Methods
23. Path Integral for non-Hamiltoniam Systems
24. Non-Hamiltonian Systems as a Quantum Computers