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Singular Matrix

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singular matrix [′siŋ·gyə·lər ′mā·triks]
(mathematics)
A matrix which has no inverse; equivalently, its determinant is zero.

Singular Matrix 

a square matrix A = ǀǀaijǀǀ 1n of order n whose determinant is equal to zero—that is, whose rank is less than n. A matrix is singular if and only if there is a linear dependence between its rows and between its columns.



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11^ With the four firms, the SUR resulted in mostly singular matrix solutions.
Before dropping American Motors Corporation from the study, we verified that its data yielded singular matrix solutions in most years.
 
 
 
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