filmov
tv
Orthogonal Matrices (Definition & Theorems)
Показать описание
Here we explore matrices whose columns form an orthonormal set!
Theorem 1: The columns of an mxn matrix Q form an orthonormal set IFF (transpose of Q)Q=I.
Theorem 2: A square matrix Q is orthogonal IFF (inverse of Q)=(transpose of Q).
Theorem 1: The columns of an mxn matrix Q form an orthonormal set IFF (transpose of Q)Q=I.
Theorem 2: A square matrix Q is orthogonal IFF (inverse of Q)=(transpose of Q).
0:05:03
0:16:32
0:05:56
![10]Orthogonal Matrix with](https://i.ytimg.com/vi/CnpF-vM-YKc/hqdefault.jpg)
0:02:55
0:03:26
0:06:03
0:06:36
0:09:48
0:06:39
0:07:50
0:14:51
0:12:25
0:04:34
0:08:34
0:17:20
0:39:49
0:11:16
0:20:38
0:01:54
0:02:13
0:02:51
0:08:01
0:36:59
0:23:40