4 problems

Mosco-convergence conjecture. For every fixed $\bar\rho\in\mathcal P_2^{\mathcal S}(\mathbb R^d)$,

Mesa limit and uniform projection conjecture. The flows should converge to a Hele–Shaw or mesa-type free-boundary evolution whose terminal state is the Wasserstein projection of…

$CD(0,m)$ characterization conjecture. Then the $CD(0,m)$-condition holds, that is,

Subdifferential condition. For almost every $t\in(0,\infty)$,