3 problems

Resonance-order conjecture. It is conjectured that $p=(2j-1)/2$ first enters at order $k=2j-1$, one new resonance per two additional orders, consistent with the tongue widths…

Let ${\cal P}$ be the Poincaré map of the selfconsistent semiclassical Maxwell–Schrödinger system, let $Y^0$ be a suitable ground state, and let $\mu$ denote the multipliers, namel…

Let ${\cal P}$ be the Poincaré map of the selfconsistent semiclassical Maxwell–Schrödinger system for a solid-state laser, let $Y^0$ be a suitable ground state, and let the multipl…