Spectral-arc criterion for perfect unitary discrimination
= Spectral-arc criterion for perfect unitary discrimination
Two unitary gates are perfectly distinguishable in one use exactly when
$$
\theta(U_2^\dagger U_1)\geq\pi.
$$
= Spectral-arc criterion for perfect unitary discrimination
Two unitary gates are perfectly distinguishable in one use exactly when
$$
\theta(U_2^\dagger U_1)\geq\pi.
$$