Definition 5.19.84A951ED7EEE8

Definition 5.19.8.4A951ED7EEE8 Given $T\in \mathcal{Z}_+(X)$, represent $T$ as $\theta +\mathrm{dd}^{\mathrm{c}}\varphi $ for some closed smooth real $(1,1)$-form $\theta $ on $X$ and $\varphi \in \mathrm{PSH}(X,\theta )$. The polar locus of $T$ is defined as the set $\{ \varphi =-\infty \} $.