2 problems

Let $A$ denote the zero energy part of the median process, and let $0=t_0<t_1<\dots<t_n=T$ be a sequence of partitions of $[0,T]$ whose grid size tends to $0$. For $p=\frac{4}{3}$,…

Vanishing conjecture. This signed $p$th variation will typically vanish for all $t\in[0,1]$.