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31 Change of basis; image compression.flv
198.43MB
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29 Singular value decomposition.flv
197.61MB
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24 Markov matrices; fourier series.flv
191.05MB
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19 Determinant formulas and cofactors.flv
189.3MB
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23 Differential equations and exp(At).flv
188.73MB
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17 Orthogonal matrices and Gram-Schmidt.flv
188.14MB
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20 Cramer's rule, inverse matrix, and volume.flv
183.23MB
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3 Multiplication and inverse matrices.flv
182.38MB
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21 Eigenvalues and eigenvectors.flv
181.39MB
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27 Positive definite matrices and minima.flv
181.09MB
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18 Properties of determinants.flv
180.78MB
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22 Diagonalization and powers of A.flv
180.07MB
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14 Orthogonal vectors and subspaces.flv
177.25MB
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32 Quiz 3 review.flv
171.33MB
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30 Linear transformations and their matrices.flv
171.06MB
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12 Graphs, networks, incidence matrices.flv
170.35MB
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6 Column space and nullspace.flv
168.49MB
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9 Independence, basis, and dimension.flv
168.04MB
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13 Quiz 1 review.flv
165.57MB
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24b Quiz 2 review.flv
165.52MB
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5 Transposes, permutations, spaces R^n.flv
164.99MB
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16 Projection matrices and least squares.flv
163.94MB
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2 Elimination with matrices.flv
162.61MB
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11 Matrix spaces; rank 1; small world graphs.flv
161.4MB
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7 Solving Ax = 0 pivot variables, special solutions.flv
159.79MB
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8 Solving Ax = b row reduced form R.flv
157.96MB
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10 The four fundamental subspaces.flv
157.6MB
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15 Projections onto subspaces.flv
157.46MB
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1 The geometry of linear equations.flv
157.28MB
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28 Similar matrices and jordan form.flv
156.88MB
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26 Complex matrices; fast fourier transform.flv
154.29MB
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33 Left and right inverses; pseudoinverse.flv
153.86MB
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34 Final course review.flv
153.04MB
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25 Symmetric matrices and positive definiteness.flv
151.93MB
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4 Factorization into A = LU.flv
115.33MB
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