3 problems

Projected-stationarity conjecture. For every $H\geq 2$, the complete Das–Dennis grid $G_H$ is projected-stationary for anchored-box magnitude on $\Delta_2$. More precisely:

Let $\mathcal{V}$ be the vertex set of a discretizable distance geometry problem, let $rank$ assign vertices to ranks, and let $nodes(rank(v))$ denote the number of nodes at the ra…

Subset preservation conjecture. Under these hypotheses, such a set $X$ exists. The claim would provide a simultaneous value guarantee for a constant number of monotone submodular o…