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Quantum Mechanics
Overview of attention for book
Table of Contents
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Book Overview
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Chapter 1
Background: The Duality of Nature
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Chapter 2
The Motion of Wave Packets: Fourier Analysis
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Chapter 3
The Schrödinger Wave Equation and Probability Interpretation
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Chapter 4
Schrödinger Theory: The Existence of Discrete Energy Levels
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Chapter 5
Harmonic Oscillator Calculations
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Chapter 6
Further Interpretation of the Wave Function
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Chapter 7
The Eigenvalue Problem
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Chapter 8
Spherical Harmonics, Orbital Angular Momentum
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Chapter 9
ℓ-Step operators for the θ Equation
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Chapter 10
The Radial Functions for the Hydrogenic Atom
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Chapter 11
Shape-Invariant Potentials: Soluble One-Dimensional Potential Problems
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Chapter 12
The Darboux Method: Supersymmetric Partner Potentials
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Chapter 13
The Vector Space Interpretation of Quantum-Mechanical Systems
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Chapter 14
The Angular Momentum Eigenvalue Problem (Revisited)
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Chapter 15
Rigid Rotators: Molecular Rotational Spectra
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Chapter 16
Transformation Theory
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Chapter 17
Another Example: Successive Polarization Filters for Beams of Spin s = 1/2 Particles
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Chapter 18
Transformation Theory for Systems with Continuous Spectra
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Chapter 19
Time-Dependence of State Vectors, Algebraic Techniques, Coherent States
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Chapter 20
Perturbation Theory
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Chapter 21
Stationary-State Perturbation Theory
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Chapter 22
Example 1: The Slightly Anharmonic Oscillator
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Chapter 23
Perturbation Theory for Degenerate Levels
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Chapter 24
The Case of Nearly Degenerate Levels
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Chapter 25
Magnetic Field Perturbations
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Chapter 26
Fine Structure and Zeeman Perturbations in Alkali Atoms
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Chapter 27
Angular Momentum Coupling Theory
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Chapter 28
Symmetry Properties of Clebsch—Gordan Coefficients
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Chapter 29
Invariance of Physical Systems Under Rotations
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Chapter 30
The Clebsch—Gordan Series
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Chapter 31
Spherical Tensor Operators
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Chapter 32
The Wigner—Eckart Theorem
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Chapter 33
Nuclear Hyperfine Structure in One-Electron Atoms
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Chapter 34
Angular Momentum Recoupling: Matrix Elements of Coupled Tensor Operators in an Angular Momentum Coupled Basis
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Chapter 35
Perturbed Coulomb Problems via SO(2,1) Algebra
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Chapter 36
The WKB Approximation
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Chapter 37
Applications of the WKB Approximation
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Chapter 38
The Two-Electron Atom
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Chapter 39
n -Identical Particle States
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Chapter 40
The Variational Method
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Chapter 41
Introduction to Scattering Theory
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Chapter 42
The Rayleigh—Faxen—Holtzmark Partial Wave Expansion: Phase Shift Method
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Chapter 43
A Specific Example: Scattering from Spherical Square Well Potentials
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Chapter 44
Scattering Resonances: Low-Energy Scattering
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Chapter 45
Integral Equation for Two-Body Relative Motion: Scattering Green’s Functions in Coordinate Representation
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Chapter 46
The Born Approximation
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Chapter 47
Operator Form of Scattering Green’s Function and the Integral Equation for the Scattering Problem
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Chapter 48
Inelastic Scattering Processes and Rearrangement Collisions
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Chapter 49
Differential Scattering Cross Sections for Rearrangement Collisions: Born Approximation
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Chapter 50
A Specific Example of a Rearrangement Collision: The ( d , p ) Reaction on Nucleus A
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Chapter 51
The S Matrix
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Chapter 52
Scattering Theory for Particles with Spin
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Chapter 53
Scattering of Spin 1/2 Particles from Spinless Target: Partial Wave Decomposition
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Chapter 54
The Polarization Vector
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Chapter 55
Density Matrices
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Chapter 56
Isospin
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Chapter 57
Time-Dependent Perturbation Expansion
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Chapter 58
Oscillating Magnetic Fields: Magnetic Resonance
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Chapter 59
Sudden and Adiabatic Approximations
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Chapter 60
Interaction of Electromagnetic Radiation with Atomic Systems
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Chapter 61
Photons: The Quantized Radiation Field
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Chapter 62
Vector Spherical Harmonics
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Chapter 63
The Emission of Photons by Atoms: Electric Dipole Approximation
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Chapter 64
The Photoelectric Effect: Hydrogen Atom
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Chapter 65
Spontaneous Photon Emission: General Case: Electric and Magnetic Multipole Radiation
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Chapter 66
Scattering of Photons by Atomic Systems
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Chapter 67
Resonance Fluorescence Cross Section
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Chapter 68
Natural Line Width: Wigner-Weisskopf Treatment
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Chapter 69
Dirac Theory: Relativistic Quantum Theory of Spin-1/2 Particles
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Chapter 70
Lorentz Covariance of the Dirac Equation
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Chapter 71
Bilinear Covariants
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Chapter 72
Simple Solutions: Free Particle Motion: Plane Wave Solutions
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Chapter 73
Dirac Equation for a Particle In an Electromagnetic Field
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Chapter 74
Pauli Approximation to the Dirac Equation
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Chapter 75
The Klein Paradox: An Example from the History of Negative Energy State Difficulties: The Positron Interpretation
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Chapter 76
Exact Solutions for the Dirac Equation for Spherically Symmetric Potentials
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Chapter 77
The MIT Bag Model: The Dirac Equation for a Quark Confined to a Spherical Region
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Chapter 78
Many-Body Formalism
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Chapter 79
Many-Body Techniques: Some Simple Applications
Overall attention for this book and its chapters
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Mentioned by
blogs
1
blog
twitter
1
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syllabi
4
institutions with syllabi
Citations
dimensions_citation
67
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Readers on
mendeley
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Mendeley
Book overview
1. Background: The Duality of Nature
2. The Motion of Wave Packets: Fourier Analysis
3. The Schrödinger Wave Equation and Probability Interpretation
4. Schrödinger Theory: The Existence of Discrete Energy Levels
5. Harmonic Oscillator Calculations
6. Further Interpretation of the Wave Function
7. The Eigenvalue Problem
8. Spherical Harmonics, Orbital Angular Momentum
9. ℓ-Step operators for the θ Equation
10. The Radial Functions for the Hydrogenic Atom
11. Shape-Invariant Potentials: Soluble One-Dimensional Potential Problems
12. The Darboux Method: Supersymmetric Partner Potentials
13. The Vector Space Interpretation of Quantum-Mechanical Systems
14. The Angular Momentum Eigenvalue Problem (Revisited)
15. Rigid Rotators: Molecular Rotational Spectra
16. Transformation Theory
17. Another Example: Successive Polarization Filters for Beams of Spin s = 1/2 Particles
18. Transformation Theory for Systems with Continuous Spectra
19. Time-Dependence of State Vectors, Algebraic Techniques, Coherent States
20. Perturbation Theory
21. Stationary-State Perturbation Theory
22. Example 1: The Slightly Anharmonic Oscillator
23. Perturbation Theory for Degenerate Levels
24. The Case of Nearly Degenerate Levels
25. Magnetic Field Perturbations
26. Fine Structure and Zeeman Perturbations in Alkali Atoms
27. Angular Momentum Coupling Theory
28. Symmetry Properties of Clebsch—Gordan Coefficients
29. Invariance of Physical Systems Under Rotations
30. The Clebsch—Gordan Series
31. Spherical Tensor Operators
32. The Wigner—Eckart Theorem
33. Nuclear Hyperfine Structure in One-Electron Atoms
34. Angular Momentum Recoupling: Matrix Elements of Coupled Tensor Operators in an Angular Momentum Coupled Basis
35. Perturbed Coulomb Problems via SO(2,1) Algebra
36. The WKB Approximation
37. Applications of the WKB Approximation
38. The Two-Electron Atom
39. n -Identical Particle States
40. The Variational Method
41. Introduction to Scattering Theory
42. The Rayleigh—Faxen—Holtzmark Partial Wave Expansion: Phase Shift Method
43. A Specific Example: Scattering from Spherical Square Well Potentials
44. Scattering Resonances: Low-Energy Scattering
45. Integral Equation for Two-Body Relative Motion: Scattering Green’s Functions in Coordinate Representation
46. The Born Approximation
47. Operator Form of Scattering Green’s Function and the Integral Equation for the Scattering Problem
48. Inelastic Scattering Processes and Rearrangement Collisions
49. Differential Scattering Cross Sections for Rearrangement Collisions: Born Approximation
50. A Specific Example of a Rearrangement Collision: The ( d , p ) Reaction on Nucleus A
51. The S Matrix
52. Scattering Theory for Particles with Spin
53. Scattering of Spin 1/2 Particles from Spinless Target: Partial Wave Decomposition
54. The Polarization Vector
55. Density Matrices
56. Isospin
57. Time-Dependent Perturbation Expansion
58. Oscillating Magnetic Fields: Magnetic Resonance
59. Sudden and Adiabatic Approximations
60. Interaction of Electromagnetic Radiation with Atomic Systems
61. Photons: The Quantized Radiation Field
62. Vector Spherical Harmonics
63. The Emission of Photons by Atoms: Electric Dipole Approximation
64. The Photoelectric Effect: Hydrogen Atom
65. Spontaneous Photon Emission: General Case: Electric and Magnetic Multipole Radiation
66. Scattering of Photons by Atomic Systems
67. Resonance Fluorescence Cross Section
68. Natural Line Width: Wigner-Weisskopf Treatment
69. Dirac Theory: Relativistic Quantum Theory of Spin-1/2 Particles
70. Lorentz Covariance of the Dirac Equation
71. Bilinear Covariants
72. Simple Solutions: Free Particle Motion: Plane Wave Solutions
73. Dirac Equation for a Particle In an Electromagnetic Field
74. Pauli Approximation to the Dirac Equation
75. The Klein Paradox: An Example from the History of Negative Energy State Difficulties: The Positron Interpretation
76. Exact Solutions for the Dirac Equation for Spherically Symmetric Potentials
77. The MIT Bag Model: The Dirac Equation for a Quark Confined to a Spherical Region
78. Many-Body Formalism
79. Many-Body Techniques: Some Simple Applications
Summary
Blogs
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Dimensions citations
This data is correct as of December 2015 - for more up to date information, please visit
https://opensyllabus.org/
So far, Altmetric has seen this research output assigned in
4
syllabi from
4
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Institution
Syllabi count
Course subject areas covered
University of Michigan-Ann Arbor
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University of New Hampshire-Main Campus
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Lehigh University
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Unknown
University of Oxford
1
Philosophy, Astronomy and Astrophysics