4 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 $N$ be the number of rotor directions, let $K=N-5$ be the predicted number of branches, and let finite-precision arithmetic determine the numerical resolution of the computed s…

Let $N$ be the number of rotor directions and let the Class IV-B solution landscape consist of $K=N-5$ synchronized branches. Interpret the gradients of log-volume between neighbor…

Let $N$ denote the number of rotor directions, let $\mathcal{S}^*$ be the solution landscape, and let the coherent-collapse Class IV-B consist of closed one-dimensional branches on…