34:46

Linear Algebra 10.20 Facial Recognition

16:48

Linear Algebra 10.19 Internet Search Engines

34:37

Linear Algebra 10.18 Warps and Morphs

13:42

Linear Algebra 10.17 A Least Squares Model for Human Hearing

14:06

Linear Algebra 10.16 Harvesting of Animal Populations

20:24

Linear Algebra 10.15 Age-Specific Population Growth

27:51

Linear Algebra 10.14 Genetics

32:03

Linear Algebra 10.13 Cryptography

06:57

Linear Algebra 10.12 Chaos

29:36

Linear Algebra 10.11 Fractals

23:53

Linear Algebra 10.10 Computed Tomography

22:21

Linear Algebra 10.9 Equilibrium Temperature Distributions

04:37

Linear Algebra 10.8 Computer Graphics

06:40

Linear Algebra 10.7 Forest Management

16:17

Linear Algebra 10.6 Games of Strategy

34:41

Linear Algebra 10.5 Graph Theory

33:59

Linear Algebra 10.4 Markov Chains

16:36

Linear Algebra 10.3 Cubic Spline Interpolation

22:06

Linear Algebra 10.2 The Earliest Applications of Linear Algebra

13:55

Linear Algebra 10.1 Constructing Curves and Surfaces Through Specified Points

10:00

Linear Algebra 9.5 Data Compression Using Singular Value Decomposition

15:25

Linear Algebra 9.4 Singular Value Decomposition

06:00

Linear Algebra 9.3 Comparison of Procedures for Solving Linear Systems

36:33

Linear Algebra 9.2 The Power Method

21:09

Linear Algebra 9.1 LU-Decompositions

31:43

Linear Algebra 8.6 Geometry of Matrix Operators

16:56

Linear Algebra 8.5 Similarity

28:39

Linear Algebra 8.4 Matrices for General Linear Transformations

16:37

Linear Algebra 8.3 Isomorphism

34:30

Linear Algebra 8.2 Compositions and Inverse Transformations

47:28

Linear Algebra 8.1 General Linear Transformations

20:50

Linear Algebra 7.5 Hermitian, Unitary, and Normal Matrices

28:50

Linear Algebra 7.4 Optimization Using Quadratic Forms

35:58

Linear Algebra 7.3 Quadratic Forms

30:25

Linear Algebra 7.2 Orthogonal Diagonalization

29:29

Linear Algebra 7.1 Orthogonal Matrices

17:31

Linear Algebra 6.6 Function Approximation; Fourier Series

15:24

Linear Algebra 6.5 Mathematical Modeling Using Least Squares

23:18

Linear Algebra 6.4 Best Approximation; Least Squares

51:55

Linear Algebra 6.3 Gram-Schmidt Process; QR-Decomposition

21:29

Linear Algebra 6.2 Angle and Orthogonality in Inner Product Spaces

55:10

Linear Algebra 6.1 Inner Products

39:15

Linear Algebra 5.5 Dynamical Systems and Markov Chains

18:20

Linear Algebra 5.4 Differential Equations

35:05

Linear Algebra 5.3 Complex Vector Spaces

31:49

Linear Algebra 5.2 Diagonalization

43:34

Linear Algebra 5.1 Eigenvalues and Eigenvectors

47:57

Linear Algebra 4.9 Rank, Nullity, and the Fundamental Matrix Spaces

38:43

Linear Algebra 4.8 Row Space, Column Space, and Null Space

13:46

Linear Algebra 4.7 Change of Basis

22:13

Linear Algebra 4.6 Dimension

33:03

Linear Algebra 4.5 Coordinates and Basis

34:44

Linear Algebra 4.4 Linear Independence

37:36

Linear Algebra 4.3 Spanning Sets

31:49

Linear Algebra 4.2 Subspaces

46:31

Linear Algebra 4.1 Real Vector Spaces

24:03

Linear Algebra 3.5 Cross Product

22:44

Linear Algebra 3.4 The Geometry of Linear Systems

31:22

Linear Algebra 3.3 Orthogonality

27:03

Linear Algebra 3.2 Norm, Dot Product, and Distance in Rn