Udemy - Linear Algebra and Geometry 2

11 General linear transformations in different bases/005 Linear transformations, Problem 4.mp4

04 Coordinates, basis, and dimension/002 Bases in the 3-space, Problem 1.mp4

05 Change of basis/010 Change of basis, Problem 1.mp4

14 Eigenvalues and eigenvectors/013 Eigenvalues and eigenvectors, Problem 6.mp4

11 General linear transformations in different bases/004 Linear transformations, Problem 3.mp4

15 Diagonalization/009 Eigenspaces, Problem 2.mp4

03 Linear combinations and linear independence/006 Linear combinations, Problem 2.mp4

14 Eigenvalues and eigenvectors/010 Eigenvalues and eigenvectors, Problem 3.mp4

04 Coordinates, basis, and dimension/006 Bases in the 4-space, Problem 4.mp4

11 General linear transformations in different bases/002 Linear transformations, Problem 1.mp4

14 Eigenvalues and eigenvectors/009 Eigenvalues and eigenvectors for examples from Video 180.mp4

12 Gram-Schmidt process/007 Coordinates in ON bases, Problem 1.mp4

09 Geometry of matrix transformations on R^2 and R^3/013 Rotations in the 3-space, Problem 7.mp4

15 Diagonalization/010 Eigenvectors corresponding to different eigenvalues are linearly independent.mp4

05 Change of basis/012 Change of basis, Problem 3.mp4

03 Linear combinations and linear independence/015 Linearly independent generators, Problem 6.mp4

10 Properties of matrix transformations/011 Compositions of linear transformations, Problem 5.mp4

11 General linear transformations in different bases/009 Linear transformations in different bases, Problem 7.mp4

14 Eigenvalues and eigenvectors/012 Eigenvalues and eigenvectors, Problem 5.mp4

11 General linear transformations in different bases/003 Linear transformations, Problem 2.mp4

02 Real vector spaces and their subspaces/015 Subspaces, Problem 2.mp4

12 Gram-Schmidt process/010 Coordinates in orthogonal bases, Problem 2.mp4

09 Geometry of matrix transformations on R^2 and R^3/012 Projection on a given plane, Problem 6.mp4

13 Orthogonal matrices/010 Property 5_ Preserving distances and angles.mp4

02 Real vector spaces and their subspaces/016 Subspaces, Problem 3.mp4

06 Row space, column space, and nullspace of a matrix/014 Nullspace, Problem 10.mp4

06 Row space, column space, and nullspace of a matrix/013 Nullspace, Problem 9.mp4

04 Coordinates, basis, and dimension/005 Bases in the 4-space, Problem 3.mp4

03 Linear combinations and linear independence/019 Linear independence in C^∞(R), Problem 9.mp4

08 Matrix transformations from R^n to R^m/009 Image, kernel, and inverse operators, Problem 2.mp4

11 General linear transformations in different bases/006 Linear transformations, Problem 5.mp4

09 Geometry of matrix transformations on R^2 and R^3/004 Projection on a given vector, Problem 1.mp4

06 Row space, column space, and nullspace of a matrix/010 A basis in the space of polynomials, Problem 7.mp4

08 Matrix transformations from R^n to R^m/013 Inverse operators, Problem 6.mp4

14 Eigenvalues and eigenvectors/007 How to compute eigenvectors.mp4

11 General linear transformations in different bases/007 Linear transformations in different bases, Problem 6.mp4

12 Gram-Schmidt process/013 Projection Theorem 2.mp4

03 Linear combinations and linear independence/008 Span, Problem 3.mp4

03 Linear combinations and linear independence/009 Span, Problem 4.mp4

06 Row space, column space, and nullspace of a matrix/008 Determining a basis for a span consisting of a subset of given vectors, Prob.mp4

03 Linear combinations and linear independence/016 Linear independence in the set of matrices, Problem 7.mp4

11 General linear transformations in different bases/010 Linear transformations in different bases, Problem 8.mp4

10 Properties of matrix transformations/010 Compositions of linear transformations, Problem 4.mp4

12 Gram-Schmidt process/020 Gram-Schmidt Process, Problem 7.mp4

11 General linear transformations in different bases/013 Linear transformations, Problem 11.mp4

06 Row space, column space, and nullspace of a matrix/007 Determining a basis for a span consisting of a subset of given vectors, Prob.mp4

09 Geometry of matrix transformations on R^2 and R^3/011 Symmetry about a given plane, Problem 5.mp4

05 Change of basis/011 Change of basis, Problem 2.mp4

03 Linear combinations and linear independence/005 Linear combinations, Problem 1.mp4

06 Row space, column space, and nullspace of a matrix/003 What are the elementary row operations doing to the row spaces_.mp4