4 problems

Semicontinuity conjecture. The displayed inequality holds for every generic two-action game and every $d\in\{0,1,\ldots,m\}$.

Bi-SP Conjecture. If $G$ has an $(s,V_T)$-path, then $P_1$ and $P_2$ have such a path in common, that is,

Consider the Trail of Lost Pennies on the finite trail $\llbracket -j-1,k+1\rrbracket$ in its symmetric standard form. Finite-trail equilibrium-count conjecture. The number of time…

Let $Q:(0,\infty)\to\mathbb{N}$ denote the maximum cardinality of a set of mutually shift-inequivalent time-invariant Nash equilibria for the game $\operatorname{Standard}(x)$, and…