Hermitian symmetry
= Hermitian symmetry
{c}
{title2=$F(-u)=\overline{F(u)}$}
If $f$ is a <real-valued function> and an <integrable function>, its <Fourier transform> has <Hermitian symmetry>: $F(-u)=\overline{F(u)}$. The value at negative <frequency> is the <complex conjugate> of the value at positive <frequency>.