序
PART I THEORY
1 THE WAVE FUNCTION
1.1 The Schrodinger Equation
1.2 The Statstical Interpretation
1.3 Probability
1.4 normalization
1.5 Momentum
1.6 The Uncertainty Principle
2 TIME-INDEPE
2.1 Stationary States
2.2 The Infinite Square Well
2.3 The Harmonic Oscillator
2.4 The Free Particle
2.5 The Delta-Function Potential
2.6 The Finite Square Well
3 FORMALISM
……
4 QUANTUM MECHANINCHANICS IN THREE DIMENSIONS
5 IDENTICAL PARTICLES
PART II APPLICATIONS
6 TIME-INDEPENDENT PERTURBATION THEORY
7 THE VARIATIONAL PRINCIPLE
8 THE WKB APPROXIMATION
9 TIME-DEPENDENT PERTURBATION THEORY
10 THE ADIABATIC APPROXIMATION
11 ACATTERING
INDEX
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