Все публикации

0:55:27

What is...a Cayley diagram?

0:40:49

Advanced Linear Algebra, Lecture 7.2: Nonstandard inner products and Gram matrices

0:34:42

Advanced Linear Algebra, Lecture 7.1: Definiteness and indefiniteness

0:44:50

Advanced Linear Algebra Lecture 6.5: Self-adjoint differential operators

0:53:09

Advanced Linear Algebra, Lecture 6.4: The Rayleigh quotient

0:29:54

Advanced Linear Algebra, Lecture 5.9: Complex inner product spaces

0:47:07

Advanced Linear Algebra, Lecture 5.7: The norm of a linear map

0:32:19

Advanced Linear Algebra, Lecture 5.6: Isometries

0:36:31

Advanced Linear Algebra, Lecture 5.5: Projection and Least Squares

0:20:18

Advanced Linear Algebra, Lecture 5.4: Adjoints

0:35:08

Advanced Linear Algebra, Lecture 6.3: Normal linear maps

0:38:56

Advanced Linear Algebra, Lecture 6.2: Spectral resolutions

0:36:12

Advanced Linear Algebra, Lecture 6.1: Quadratic forms

0:52:30

Advanced Linear Algebra, Lecture 5.3: Gram-Schmidt and orthogonal projection

0:48:14

Advanced Linear Algebra, Lecture 5.2: Orthogonality

0:41:52

Advanced Linear Algebra, Lecture 5.1: Inner products and Euclidean structure

0:31:50

Advanced Linear Algebra, Lecture 4.7: Jordan canonical form

0:26:41

Advanced Linear Algebra, Lecture 4.6: Generalized eigenspaces

0:32:59

Advanced Linear Algebra, Lecture 4.5: The spectral theorem

0:41:31

Advanced Linear Algebra, Lecture 4.4: Invariant subspaces

0:29:29

Advanced Linear Algebra, Lecture 4.3: Generalized eigenvectors

0:49:20

Advanced Linear Algebra, Lecture 4.2: The Cayley-Hamilton theorem

0:39:44

Advanced Linear Algebra, Lecture 4.1: Eigenvalues and eigenvectors

0:56:25

Advanced Linear Algebra, Lecture 3.7: Tensors