Contraction of two Levi-Civita symbols
= Contraction of two Levi-Civita symbols
= Epsilon-delta identity
{synonym}
Contracting one index gives
$$
\epsilon_{ijk}\epsilon_{ipq}
=\delta_{jp}\delta_{kq}-\delta_{jq}\delta_{kp}.
$$
= Contraction of two Levi-Civita symbols
= Epsilon-delta identity
{synonym}
Contracting one index gives
$$
\epsilon_{ijk}\epsilon_{ipq}
=\delta_{jp}\delta_{kq}-\delta_{jq}\delta_{kp}.
$$