2 problems

Let $p/q$ be the rational surgery coefficient, let $\Psi$ be the phase function defined in the preceding analysis, and let ${\mathcal S}$ denote the relevant set of critical points…

Let $\mathbb{D}=\{z\in\mathbb{C}:|z|<1\}$, and let $S(t;z)$ be the phase function used in the saddle-point analysis, with saddle point $t_0=t_0(z)=t_0(z;\sigma^2)$. A contour…