Conjecture 22.1.76 .95739E70234B Assume that $X$ is unibranch. Then every bounded from above increasing net of elements in $\mathrm{PSH}(L^{\mathrm{An}})$ converges in $\mathrm{PSH}(L^{\mathrm{An}})$.
PomePome95739E70234BConjecture 22.1.76 .95739E70234B Assume that $X$ is unibranch. Then every bounded from above increasing net of elements in $\mathrm{PSH}(L^{\mathrm{An}})$ converges in $\mathrm{PSH}(L^{\mathrm{An}})$.
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