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0:28:08
SVD applications: low-rank approximation and PCA
0:39:25
SVD factorization
0:19:40
Special matrices: Toeplitz and nilponent
0:36:42
Special matrices: permutation, stochastic, Vandermonde, companion
0:36:32
Special matrices: unitoary, orthogonal, projection
0:27:25
Orthonormal basis and Gram-Schmidt algorithm
0:40:51
Orthogonal projection: definition, procedure, and examples
0:23:05
Orthogonality for inner product space
0:24:35
Induced norm, Cauchy-Swarz inequality, and cosine similarity
0:25:50
Inner product space
0:50:06
Quadratic function of vectors and symmetric matrices
0:45:02
Normed vector space: definition and examples of vector and matrix norms
0:32:55
Characteristic function [Eng]
0:29:35
Moment generating function [Eng]
0:42:59
Function of random variables: affine, quadratic, log, general
0:20:50
Matrix inversion lemma and pseudo inverse
0:19:57
Schur complement in applications
0:33:24
Positive definite matrix: definition and its square root
0:08:36
[Thai] Grad courses that Jitkomut teaches in semester 1 at Chula.
0:13:46
Book review by Jitkomut: Optimization Models (Calafiore & Ghaoui) [THAI]
0:09:42
Book review by Jitkomut: Convex Optimization (Boyd & Vandenberghe)
0:02:11
Class promo: CUEE511, Optimization in Engineering and ML [THAI]
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