Definition 21.12.430B726BDBFF06

\[ \begin{aligned} \mathcal{E}^{\infty }_{\mathrm{tor}}(X,\omega )= & \mathcal{E}^{\infty }(X,\omega ) \cap \mathrm{PSH}_{\mathrm{tor}}(X,\omega ),\\ \mathcal{E}^{1}_{\mathrm{tor}}(X,\omega )= & \mathcal{E}^{1}(X,\omega ) \cap \mathrm{PSH}_{\mathrm{tor}}(X,\omega ),\\ \mathcal{E}_{\mathrm{tor}}(X,\omega )= & \mathcal{E}(X,\omega ) \cap \mathrm{PSH}_{\mathrm{tor}}(X,\omega ). \end{aligned} \]