2 problems

Let $I$ be the interval of times considered in the source and let $T$ be its terminal time. Terminal-time inclusion conjecture. The terminal time always belongs to the interval: ……

Let $K$ be a compact set, let $\rho$ be as in Theorem wcont, and let $u$ be a measure supported by $K$ such that $calF{k}^{rho}(mu)neqemptyset$. Denote by $omega{k}^{rho}(mu)$ the…