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Differential Equations and exp (At).mp4
40.64MB
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Exam #2 Problem Solving.mp4
38.92MB
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Geometry of Linear Algebra.mp4
36.17MB
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Exam #1 Problem Solving.mp4
32.43MB
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Subspaces of Three Dimensional Space.mp4
32.14MB
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Pseudoinverses.mp4
31.95MB
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Determinants and Volume.mp4
30.15MB
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Complex Matrices.mp4
28.42MB
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Positive Definite Matrices and Minim.mp4
28.02MB
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Exam #3 Problem Solving.mp4
27.97MB
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Determinants.mp4
27.94MB
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Symmetric Matrices and Positive Defi.mp4
27.64MB
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Graphs and Networks.mp4
27.31MB
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Change of Basis.mp4
27.11MB
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Final Exam Problem Solving.mp4
26.83MB
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Markov Matrices.mp4
25.78MB
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Computing the Singular Value Decompo.mp4
25.32MB
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An Overview of Key Ideas.mp4
25.06MB
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Linear Transformations.mp4
23.51MB
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Computing the Four Fundamental Subsp.mp4
23.47MB
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Orthogonal Vectors and Subspaces.mp4
22.59MB
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Elimination with Matrices.mp4
22.59MB
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Solving Ax=0.mp4
21.99MB
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Gram-Schmidt Orthogonalization.mp4
21.87MB
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Properties of Determinants.mp4
21.7MB
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Projection into Subspaces.mp4
21.53MB
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LU Decomposition.mp4
20.95MB
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Eigenvalues and Eigenvectors.mp4
20.52MB
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Powers of a Matrix.mp4
19.96MB
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Solving Ax=b.mp4
19.83MB
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Matrix Spaces.mp4
19.54MB
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Vector Subspaces.mp4
19.17MB
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Inverse Matrices.mp4
18.41MB
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Similar Matrices.mp4
17.99MB
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Basis and Dimension.mp4
17.89MB
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Least Squares Approximation.mp4
17.68MB
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