Theorem 3.1 . [038J]

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Theorem 3.1.

If $\theta$ is closed $(1,1)$ -form on ${X^{{\mathrm{an}}}}$ with nef de Rham class $\{\theta\}$ and if $u\in C^{0}({X^{{\mathrm{an}}}})$ , then ${P}_{\theta}(u)$ is a uniform limit of $\theta$ -psh model functions and thus ${P}_{\theta}(u)$ is continuous on ${X^{{\mathrm{an}}}}$ .