An orthogonal matrix is an invertible real matrix whose inverse is equal to its transpose.
An orthogonal matrix is an invertible real matrix whose inverse is equal to its transpose.
Synonyms
orthogonal-matrixStats
|
created |
11 years, 2 months ago |
|
viewed |
30 times |
|
active |
3 years, 9 months ago |
|
editors |
2 |
Top Answerers
more »
Recent Hot Answers
When can one continuously prescribe a unit vector orthogonal to a given orthonormal system?When can one continuously prescribe a unit vector orthogonal to a given orthonormal system?
Is the linear span of special orthogonal matrices equal to the whole space of $N\times N$ matrices?
When can one continuously prescribe a unit vector orthogonal to a given orthonormal system?
Is the linear span of special orthogonal matrices equal to the whole space of $N\times N$ matrices?
more »