positivedefinite
A positive definite matrix is a Hermitian matrix M for which scalar z*Mz is real and positive for the all non-zero column vectors z. Here z* denotes the conjugate-transpose of z.
Arguments
- Matrix
Output
Boolean
Examples
A positive definite matrix is a Hermitian matrix M for which scalar z*Mz is real and positive for the all non-zero column vectors z. Here z* denotes the conjugate-transpose of z.
Boolean