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Physics
Quantum Physics
Quantum Mechanics
1. Historical Development and Foundations
2. Mathematical Foundations
3. Wave Function Formalism
4. Quantum Mechanical Operators
5. Hilbert Space and Dirac Notation
6. One-Dimensional Systems
7. Three-Dimensional Systems
8. Angular Momentum Theory
9. The Hydrogen Atom
10. Approximation Methods
11. Identical Particles and Many-Body Systems
12. Scattering Theory
13. Quantum Mechanics of Radiation
14. Relativistic Quantum Mechanics
15. Interpretations and Foundations
16. Advanced Topics
One-Dimensional Systems
Free Particle
Plane Wave Solutions
Momentum Eigenstates
Wave Packets
Group and Phase Velocity
Normalization Issues
Infinite Square Well
Potential Definition
Boundary Conditions
Energy Quantization
Wave Functions
Parity Properties
Expectation Values
Finite Square Well
Bound States
Energy Levels
Wave Function Behavior
Scattering States
Transmission and Reflection
Harmonic Oscillator
Classical Harmonic Oscillator
Quantum Harmonic Oscillator
Analytical Solution
Hermite Polynomials
Energy Eigenvalues
Wave Functions
Operator Method
Creation and Annihilation Operators
Ladder Operator Algebra
Number States
Zero-Point Energy
Coherent States
Squeezed States
Potential Barriers and Tunneling
Step Potential
Rectangular Barrier
Tunneling Probability
Transmission Coefficient
Applications
Alpha Decay
Scanning Tunneling Microscopy
Delta Function Potential
Bound States
Scattering States
Resonances
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5. Hilbert Space and Dirac Notation
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7. Three-Dimensional Systems