Eigenvectors video compilations

	Cont. Sys Trajectory Posted by: ECE830KSU Video duration: 424 seconds Global video hits: 0/div Discussion of a continuous system's forced response found in example files. Looking at how we can estimate the trajectory looking at eigenvectors. Related: eigenvectors, finding, system, trajectory

	Diagonalizing a quadric 4 Posted by: MathRehab Video duration: 12 seconds Global video hits: 13/div Showing the singularities of (Q - lambda Id). For more information, films, and interactive material, see http://tinyurl.co m/4ycqrv Related: algebra, diagonalization, eigenvectors, linear, of, quadrics

	Diagonalizing a quadric 3 Posted by: MathRehab Video duration: 7 seconds Global video hits: 9/div Showing the singularities of (Q - lambda Id). For more information, films, and interactive material, see http://tinyurl.co m/4ycqrv Related: algebra, diagonalization, eigenvectors, linear, of, quadrics

	Diagonalizing a quadric 2 Posted by: MathRehab Video duration: 7 seconds Global video hits: 8/div Showing the singularities of (Q - lambda Id). For more information, films, and interactive material, see http://tinyurl.co m/4ycqrv Related: algebra, diagonalization, eigenvectors, linear, of, quadrics

	Diagonalizing a quadric 1 Posted by: MathRehab Video duration: 10 seconds Global video hits: 11/div Showing the singularities of (Q - lambda Id). For more information, films, and interactive material, see http://tinyurl.co m/4ycqrv Related: algebra, diagonalization, eigenvectors, linear, of, quadrics

	Non-Unique Eigenvectors Posted by: ECE830KSU Video duration: 187 seconds Global video hits: 165/div This video clip goes with the eigenvalue eigenvector section of the course. Related: eigenvectors, not, unique

Math Ninja: Spectral Theorem Preliminary 3
Posted by: pvuong87

Video duration: 156 seconds
Global video hits: 206/div

Since preliminary 1, 2, 4 and the spectral theorem are currrently MIA, I have to confiscate a webcam and a chalkboard somewhere to refilm the rest.
Anyways, here is a short speedy proof of showing that eigenvectors of hermitian linear operators corresponding to distinct eigenvalues are orthogonal.

Related: math, ninja, spectral, theorem

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