01:03:19

BEE 3600 Office Hours 2020-04-15

Zoom Recording ID: 596257102 UUID: 4XPTGtKYT02pvWT0J/hR0Q== Meeting Time: 2020-04-15T21:57:06Z

14:38

2016 REU Cameron Ruhl CNF & PARADIM REU…

2016 REU Cameron Ruhl CNF & PARADIM REU Convocation

50:37

03 - Introduction to rank and matrix algebra…

03 - Introduction to rank and matrix algebra Session 3

2009-01-23 09:05:49+00

49:39

04 - Example problems and review of known…

04 - Example problems and review of known material Session 4

2009-01-26 09:06:45+00

50:13

19 - Matrices of Linear Transformations with…

19 - Matrices of Linear Transformations with Abstract Vectors Session 19

2009-03-02 13:19:12+00

48:47

29 - Determinants (Part 1) Session 29

2009-04-01 09:08:08+00

51:31

30 - Determinants Part 2 Session 30

2009-04-03 09:07:28+00

50:21

31 - Determinants Part 3 Session 31

2009-04-06 09:08:42+00

51:55

08 - Inverse matrices: Basic facts and its…

08 - Inverse matrices: Basic facts and its relationship with linear transformations Session 8

2009-02-04 09:05:35+00

49:24

34 - Eigenthings continued Session 34

2009-04-13 09:06:26+00

51:20

33 - Finding eigenvectors and eigenvalues Session…

33 - Finding eigenvectors and eigenvalues Session 33

2009-04-10 09:07:38+00

52:12

35 - Eigenthings continued and diagonalization…

35 - Eigenthings continued and diagonalization Session 35

2009-04-15 09:05:32+00

52:39

36 - Examples of eigen-thing problems and linear…

36 - Examples of eigen-thing problems and linear transformations Session 36

2009-04-17 09:06:55+00

50:32

41 - SVD decomposition cont'd Session 41

2009-04-29 09:06:42+00

45:58

18 - Abstract vectors continued and change of…

18 - Abstract vectors continued and change of basis Session 18

2009-02-27 09:11:20+00

54:24

CAM Colloquium - Alex Townsend: Fast transforms…

CAM Colloquium - Alex Townsend: Fast transforms based on asymptotic expansions of special functions

A great success of the 20th century was the development of fast transforms such as the fast Fourier transform, the fast multipole method, and butterfly algorithms. In this talk we carefully employ…

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