MIT.Linear.Algebra.Lectures

1. 31 Change of basis; image compression.flv 198.43 MB
2. 29 Singular value decomposition.flv 197.61 MB
3. 24 Markov matrices; fourier series.flv 191.05 MB
4. 19 Determinant formulas and cofactors.flv 189.30 MB
5. 23 Differential equations and exp(At).flv 188.73 MB
6. 17 Orthogonal matrices and Gram-Schmidt.flv 188.14 MB
7. 20 Cramer's rule, inverse matrix, and volume.flv 183.23 MB
8. 3 Multiplication and inverse matrices.flv 182.38 MB
9. 21 Eigenvalues and eigenvectors.flv 181.40 MB
10. 27 Positive definite matrices and minima.flv 181.09 MB
11. 18 Properties of determinants.flv 180.78 MB
12. 22 Diagonalization and powers of A.flv 180.07 MB
13. 14 Orthogonal vectors and subspaces.flv 177.25 MB
14. 32 Quiz 3 review.flv 171.33 MB
15. 30 Linear transformations and their matrices.flv 171.06 MB
16. 12 Graphs, networks, incidence matrices.flv 170.35 MB
17. 6 Column space and nullspace.flv 168.49 MB
18. 9 Independence, basis, and dimension.flv 168.04 MB
19. 13 Quiz 1 review.flv 165.57 MB
20. 24b Quiz 2 review.flv 165.52 MB
21. 5 Transposes, permutations, spaces R^n.flv 164.99 MB
22. 16 Projection matrices and least squares.flv 163.94 MB
23. 2 Elimination with matrices.flv 162.61 MB
24. 11 Matrix spaces; rank 1; small world graphs.flv 161.40 MB
25. 7 Solving Ax = 0 pivot variables, special solutions.flv 159.79 MB
26. 8 Solving Ax = b row reduced form R.flv 157.96 MB
27. 10 The four fundamental subspaces.flv 157.61 MB
28. 15 Projections onto subspaces.flv 157.46 MB
29. 1 The geometry of linear equations.flv 157.28 MB
30. 28 Similar matrices and jordan form.flv 156.88 MB
31. 26 Complex matrices; fast fourier transform.flv 154.29 MB
32. 33 Left and right inverses; pseudoinverse.flv 153.86 MB
33. 34 Final course review.flv 153.04 MB
34. 25 Symmetric matrices and positive definiteness.flv 151.93 MB
35. 4 Factorization into A = LU.flv 115.33 MB