Singular.md (352B)
1 # Singular 2 3 **Source:** Deep Learning 4 5 **Chapter:** 2 6 7 **Definition:** For a matrix to be singular it must be a square matrix with a deteminant of zero. 8 9 Given this definition, we also see this means the matrix must not be invertible. I think this is likely where the term 'singular' is derived from. 10 11 A matrix is singular if it is linearly dependent.