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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
Mathematical Foundations
Complex Numbers and Functions
Complex Arithmetic
Euler's Formula
Complex Exponentials
Analytic Functions
Linear Algebra
Vector Spaces
Linear Independence
Basis Sets
Matrix Operations
Eigenvalue Problems
Diagonalization
Differential Equations
Ordinary Differential Equations
Partial Differential Equations
Boundary Value Problems
Separation of Variables
Series Solutions
Fourier Analysis
Fourier Series
Fourier Transforms
Convolution
Parseval's Theorem
Probability Theory
Probability Distributions
Expectation Values
Variance and Standard Deviation
Continuous Probability Densities
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3. Wave Function Formalism