000			01459 a a2200217 04500
001			2345
008			140826b xxu||||| |||| 00| 0 eng d
020			_a0471887021
041			_aeng
082	0		_a530.12 _bM577 3ed. _221
100	4	0	_aMerzbacher, Eugen _9443
245	0		_aQuantum mechanics / _cEugen Merzbacher
250	4		_a3 ed.
260	4		_aNew York : _bJohn Wiley & Sons, _c1998
300	4		_a656 p.
505			_a1. Introduction to quantum mechanics 2. Wave packets, free particle motion, and the wave equation 3. The Schrödinger equation, the wave function, and operator algebra 4. The principles of wave mechanics 5. The linear harmonic oscillator 6. Sectionally constant potetials in one dimension 7. The WKB aprroximation 8. Variational methods and simple perturbation theory 9. Vector spaces in quantum mechanics 10. Eigenvalues and eigenvectors of operators, the uncertainty relations, and the harmonic oscillator 11. Angular momentum in quantum mechanics 12. Spherically symmetric potentials 13. Scattering 14. The principles of quantum dynamics 15. The quantum dynamics of a particle 16. The spin 17. Rotations and other symmetry operations 18. Bound-state perturbation theory 19. Time-dependent perturbation theory 20. The formal theory of scattering 21. Identical particles 22. Applications to many-body systems
650			_aMecánica Cuántica _97265
650			_aDinámica _92549
650			_aMecánica _9156
942			_2ddc _cLOPT
999			_c47720 _d47720