3 problems

Real spectral-curve component conjecture. The following assertions hold:

Let $\beta_{\ell,k}=(0,s_{\ell,k})$ be the points on the $s$-axis, where $s_{\ell,1},s_{\ell,2},\dots$ are the positive zeros of the Bessel function $J_\ell$, and let…

Consider the three-dimensional parameter space $\mathbb R^2_{B,A}\times(\mathbb R_+)_{\omega}$. For $r\in\mathbb Z_{\neq0}$, the growth points of the phase-lock areas form the $r$-…