
Random Matrix Theory: An Intuitive Guide to Eigenvalues, Universality, and Applications in Physics, Data Science, and Beyond
Robert Klein
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Opening Credits
1/13/2026
Chapter 1: Why Random Matrices Matter
1/13/2026
Chapter 2: From Deterministic Matrices to Random Ensembles
1/13/2026
Chapter 3: Eigenvalues as Point Clouds and Spectra
1/13/2026
Chapter 4: Global Spectral Shapes. The Semicircle and Beyond
1/13/2026
Chapter 5: Local Statistics and the Puzzle of Universality
1/13/2026
Chapter 6: Random Matrices in Quantum and Complex Systems
1/13/2026
Chapter 7: Covariance Matrices, Noise, and Principal Components
1/13/2026
Chapter 8: Randomness in Numerical Linear Algebra and Algorithms
1/13/2026
Chapter 9: High Dimensional Learning and the Random Matrix View
1/13/2026
Chapter 10: Frontiers, Open Questions, and Paths Forward
1/13/2026
Closing Credits
1/13/2026