김영길/ 선형대수학

김영길/ 선형대수학/ vector space, subspace

김영길/ 선형대수학/ subspace, span, linear independence

김영길/ 선형대수학/ linear independence, basis, dimension

김영길/ 선형대수학/ basis, dimension, linear transformation

김영길/ 선형대수학/ nullspace, range, nullity, rank, dimension theorem

김영길/ 선형대수학/ one-to-one, onto, matrix

김영길/ 선형대수학/ matrix representation of linear transformations

김영길/ 선형대수학/ Matrix multiplication corresponding to composite function, invertibility

김영길/ 선형대수학/ inverse matrix, change of coordinate matrix, elementary row operation

김영길/ 선형대수학/ rank of matrix, column space, row space, system of linear equations

김영길/ 선형대수학/ system of linear equations, determinant

김영길/ 선형대수학/ determinant, Cramer’s rule, diagonalization, eigenvalue

김영길/ 선형대수학/ diagonalization, eigenvector, characteristic polynomial

김영길/ 선형대수학/ diagonalizability, eigenvector

김영길/ 선형대수학/ Eigen decomposition

김영길/ 선형대수학/ Eigen decomposition, Cayley-Hamilton theorem, inner product space

김영길/ 선형대수학/ inner product space, Gram Schmidt process

김영길/ 선형대수학/ orthogonal complement, LU decomposition, least square, correlation matrix

김영길/ 선형대수학/ factorization of covariance matrix for random process

김영길/ 선형대수학/ Directional preference of covariance matrix for random process