bc ghost operator-product expansion
= bc ghost operator-product expansion
{c}
{title2=$b(z)c(w)\sim(z-w)^{-1}$}
For reparameterization ghosts of weights two and minus one, the canonical anticommutators imply $b(z)c(w)\sim1/(z-w)$. This operator-product expansion fixes the ghost contractions and the ghost stress tensor.