Dong, Shi-Hai
Wave Equations in Higher Dimensions
1. Introduction
Shi-Hai Dong
2. Special Orthogonal Group SO(
Shi-Hai Dong
3. Rotational Symmetry and Schrödinger Equation in
Shi-Hai Dong
4. Dirac Equation in Higher Dimensions
Shi-Hai Dong
5. Klein-Gordon Equation in Higher Dimensions
Shi-Hai Dong
6. Harmonic Oscillator
Shi-Hai Dong
7. Coulomb Potential
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8. Wavefunction Ansatz Method
Shi-Hai Dong
9. The Levinson Theorem for Schrödinger Equation
Shi-Hai Dong
10. Generalized Hypervirial Theorem
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11. Exact and Proper Quantization Rules and Langer Modification
Shi-Hai Dong
12. Schrödinger Equation with Position-Dependent Mass
Shi-Hai Dong
13. Dirac Equation with the Coulomb Potential
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14. Klein-Gordon Equation with the Coulomb Potential
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15. The Levinson Theorem for Dirac Equation
Shi-Hai Dong
16. Generalized Hypervirial Theorem for Dirac Equation
Shi-Hai Dong
17. Kaluza-Klein Theory
Shi-Hai Dong
18. Conclusions and Outlooks
Shi-Hai Dong
Nyckelord: Physics, Quantum Physics, Classical and Quantum Gravitation, Relativity Theory, Difference and Functional Equations
- Författare
- Dong, Shi-Hai
- Utgivare
- Springer
- Utgivningsår
- 2011
- Språk
- en
- Utgåva
- 1
- Sidantal
- 25 sidor
- Kategori
- Naturvetenskaper
- Format
- E-bok
- eISBN (PDF)
- 9789400719170