3 problems

Let $N$ be the number of rotor directions and let $K$ denote the number of distinct one-dimensional solution branches. The numerical exhaustion method and solver resolution are the…

Let $X$ be a compact Hausdorff space, and let $\tau$ be a topological involution of $X$. Denote the set of fixed points of $\tau$ by $E$. The algebra $C(X,\tau)$ is the algebra of…

Dimension conjecture. For every such $K$ and $n$,