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QUANTUM MECHANICS TWO VOLUMES BOUND AS ONE By Albert Messiah Great Cond.
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“Great like new condition. Very minor wear due mostly to storage and handling.”
Come Nuovo
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US $6,50 (circa EUR 5,70) spedizione in 2-4 giorni
Ricevilo tra il sab 2 ago e il mar 5 ago a 94104.
Oggetto che si trova a: Norwalk, California, Stati Uniti
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Numero oggetto eBay:276994581751
Specifiche dell'oggetto
- Condizione
- Come Nuovo
- Note del venditore
- “Great like new condition. Very minor wear due mostly to storage and handling.”
- Publication Name
- Dover Publications
- Signed
- No
- Ex Libris
- No
- Intended Audience
- Adults
- Inscribed
- No
- Vintage
- No
- Personalize
- No
- Type
- Paperback
- Item Height
- 8.5 inches
- Personalized
- No
- Country/Region of Manufacture
- United States
- ISBN
- 9780486409245
Informazioni su questo prodotto
Product Identifiers
Publisher
Dover Publications, Incorporated
ISBN-10
0486409244
ISBN-13
9780486409245
eBay Product ID (ePID)
643862
Product Key Features
Original Language
French
Book Title
Quantum Mechanics
Number of Pages
1152 Pages
Language
English
Publication Year
2014
Topic
Physics / Quantum Theory, Physics / General
Genre
Science
Book Series
Dover Books on Physics Ser.
Format
Trade Paperback
Dimensions
Item Weight
44.9 Oz
Item Length
8.5 in
Item Width
5.4 in
Additional Product Features
Intended Audience
Trade
LCCN
99-055362
Dewey Edition
21
Dewey Decimal
530.12
Table Of Content
Contents of Volume I Part 1. The formalism and its Interpretation Chapter 1. The origins of the quantum theory 1. The end of the classical period 2. Light quanta or photons 3. Quantization of material systems 4. Correspondence principle and the old quantum theory Chapter 2. Matter Waves and the SchrÖdinger Equation 1. Matter waves 2. The SchrÖdinger Equation 3. The time-independent SchrÖdinger equation Chapter 3. One-Dimensional Quantized Systems 1. Square potentials 2. General properties of the one-dimensional SchrÖdinger equation Chapter 4. Statistical Interpretation of the wave-corpuscle duality and the uncertainty relations 1. Statistical interpretation of the wave functions of wave mechanics 2. Heisenberg's uncertainty relations 3. Uncertainty relations and the measurement process 4. Description of phenomena in quantum theory. Complementarity and causality Chapter 5. Development of the formalism of wave mechanics and its interpretation 1. Hermitean operators and physical quantities 2. Study of the discrete spectrum 3. Statistics of measurement in the general case 4. Determination of the wave function 5. Commutator algebra and its applications Chapter 6. Classical Approximation and the WKB Method 1. The classical limit of wave mechanics 2. The WKB method Chapter 7. General Formalism of the quantum theory: (A) Mathematical framework 1. Vectors and operators 2. Hermitean operators, projectors, and observables 3. Representation theory Chapter 8. General Formalism: (B) Description of physical phenomena 1. Dynamical states and physical quantities 2. The equations of motion 3. Various representations of the theory 4. Quantum statistics Part 2. Simple Systems Chapter 9. Solution of the SchrÖdinger Equation by Separation of variables. Central potential 1. Particle in a central potential. General treatment 2. Central square-well potential. Free particle 3. Two-body problems. Separation of the center-of-mass motion Chapter 10. Scattering problems. Central potential and phase-shift method 1. Cross sections and scattering amplitudes 2. Scattering by a central potential. Phase shifts 3. Potential of finite range 4. Scattering resonances 5. Various formulae and properties Chapter 11. The Coulomb interaction 1. The hydrogen atom 2. Coulomb scattering Chapter 12. The harmonic oscillator 1. Eigenstates and eigenvectors of the Hamiltonian 2. Applications and various properties 3. Isotropic harmonic oscillators in several dimensions Appendix A. Distributions, sigma-"function" and Fourier transformation Appendix B. Special functions and associated formulae Contents of Volume II Part 3. Symmetries and Invariance Chapter 13. Angular momentum in quantum mechanics 1. Eigenvalues and eigenfunctions of angular momentum 2. Orbital angular momentum and the spherical harmonics 3. Angular momentum and rotations 4. Spin 5. Addition of angular momenta 6. Irreducible tensor operators Chapter 14. Systems of identical particles. Pauli exclusion principle 1. Symmetrization postulate 2. Applications Chapter 15. Invariance and conservation theorems. Time reversal 1. Mathematical complements. Antilinear operators 2. Transformations and groups of transformations 3.
Synopsis
Subjects include formalism and its interpretation, analysis of simple systems, symmetries and invariance, methods of approximation, elements of relativistic quantum mechanics, much more. "Strongly recommended." - American Journal of Physics. 1958 edition., - ... this great work ought to be mastered by every postgraduate research student in theoretical physics ... there is no other book like it.- -- Proceedings of the Physical Society (England) Simple enough for students yet sufficiently comprehensive to serve as a reference for working physicists, this classic text initially appeared as a two-volume French edition and is now available in this convenient, all-in-one-book English translation. Formalism and its interpretation receive a detailed treatment in the first volume, starting with the origins of quantum theory and examinations of matter waves and the Schrodinger equation, one-dimensional quantized systems, the uncertainty relations, and the mathematical framework and physical content of formalism. An analysis of simple systems includes a look at the separation of variables, scattering problems and phase shifts, the Coulomb interaction, and the harmonic oscillator. Volume II begins with an exploration of symmetries and invariance, including a consideration of angular momentum, identical particles and the Pauli exclusion principle, invariance and conservation laws, and time reversal. Methods of approximation discussed include those involving stationary perturbations, the equation of motion, variational method, and collision theory. The final chapters review the elements of relativistic quantum mechanics, and each volume concludes with useful appendixes. The book has been hailed for the clarity and coherence of its presentation, and its scrupulous attention to detail., " ... this great work ought to be mastered by every postgraduate research student in theoretical physics ... there is no other book like it." - Proceedings of the Physical Society (England) Simple enough for students yet sufficiently comprehensive to serve as a reference for working physicists, this classic text initially appeared as a two-volume French edition and is now available in this convenient, all-in-one-book English translation. Formalism and its interpretation receive a detailed treatment in the first volume, starting with the origins of quantum theory and examinations of matter waves and the Schrodinger equation, one-dimensional quantized systems, the uncertainty relations, and the mathematical framework and physical content of formalism. An analysis of simple systems includes a look at the separation of variables, scattering problems and phase shifts, the Coulomb interaction, and the harmonic oscillator. Volume II begins with an exploration of symmetries and invariance, including a consideration of angular momentum, identical particles and the Pauli exclusion principle, invariance and conservation laws, and time reversal. Methods of approximation discussed include those involving stationary perturbations, the equation of motion, variational method, and collision theory. The final chapters review the elements of relativistic quantum mechanics, and each volume concludes with useful appendixes. The book has been hailed for the clarity and coherence of its presentation, and its scrupulous attention to detail.
LC Classification Number
QC174.12.M4813 1999
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