Name
..
Action of a matrix and eigenvectors.ipynb
Chutes-and-Ladders.ipynb
Circulant-Matrices.ipynb
Complex-Eigenvalues.ipynb
Complexity.ipynb
Compressing an Image with the svd.ipynb
Conditioning.ipynb
Demo-Mar18.ipynb
Dense-and-Sparse.ipynb
Determinants.ipynb
Diagonalization.ipynb
Eigenvalue-Intro.ipynb
Eigenvalue-Polynomials.ipynb
Elimination-matrices.ipynb
Fibonacci.ipynb
Gauss-Jordan.ipynb
Gaussian Elimination Live.ipynb
Gaussian Elimination.ipynb
Gaussian-elimination.ipynb
Global-warming-regression.ipynb
Gram-Schmidt.ipynb
Graphs-Networks.ipynb
Handwriting-classification-SVD.ipynb
Inverses-LU-intro.ipynb
LU-for-real.ipynb
Least-Square Fitting.ipynb
Linear Transformations.ipynb
Lower-Triangular-and-Elimination.ipynb
Machine-Learning-with-Gaussian-elimination.ipynb
Markov.ipynb
Matrix-Exponentials.ipynb
Matrix-mult-perspectives.ipynb
Multidimensional-Newton.ipynb
Newton-Thomson-example.ipynb
ODEs.ipynb
Orthogonal-Polynomials.ipynb
Perron-Frobenius.ipynb
Power-Method.ipynb
Projections.ipynb
QR Factorization Examples in Julia.ipynb
QR in Julia.ipynb
SVD-eigenproblem.ipynb
SVD-intro.ipynb
SVD.ipynb
Sample Variance division by n-1.ipynb
Sine-series.ipynb
Singular.ipynb
Statistics-and-PCA.ipynb
Transposes.ipynb
rank-r and full svds.ipynb
1806overview.pdf
1806overview.pptx
Demo-Mar18.pdf
Introduction to Linear Algebra 6th edition and A = CR_04.pdf
Notice of Video Recording 18_06 S23.docx
circuit.png
cookie-strang-book.jpg
cyclic-springs.png
eigshow.jl
jordan-vectors.lyx
jordan-vectors.pdf
strang.jpg
svd-practice.lyx
svd-practice.pdf
where-to-go-after.pdf