Energy scattering refers to the behavior of waves, particularly in the context of solutions to the wave equation. The discussion highlights the potential focus of a referenced paper on either establishing conditions for stable scattering solutions or improving models of coherent light propagation. It is noted that light scattering can lead to singularities, particularly in two or three dimensions, with a mention of caustics and morphology-dependent resonances. The inquiry into whether wave equations always yield solutions without singularities, especially in one dimension, remains unresolved. Understanding these concepts is crucial for further exploration of wave phenomena and their mathematical implications.