Singular Matrix
Singular Matrix
Noninvertible Matrix
A square matrix which does not have an inverse. A matrix is singular if and only if its determinant is zero.
![Example: Matrix [[2,6],[1,3]] is singular since its determinant |2 6 / 1 3| = 2·3 − 6·1 = 0](s_assets/s115.gif)
See also
Reference LibraryMathwordsReference LibraryMathwordsSingular Matrix
Noninvertible Matrix
A square matrix which does not have an inverse. A matrix is singular if and only if its determinant is zero.
See also