If I have a Hermitian matrix, $H=H^{\dagger}$, is the square of this matrix a positive matrix? i.e. is $A=HH$ positive?
Numerically this appears to be true but I don't know the proof of this.
If I have a Hermitian matrix, $H=H^{\dagger}$, is the square of this matrix a positive matrix? i.e. is $A=HH$ positive?
Numerically this appears to be true but I don't know the proof of this.
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