An Estimate of the First Eigenvalue of a Schrödinger Operator on Closed Surfaces
arXiv:1704.05418 · doi:10.1090/proc/13832
Abstract
Based on the work of Schoen-Yau, we derive an estimate of the first eigenvalue of a Schrödinger Operator (the Jaocbi operator of minimal surfaces in flat 3-spaces) on surfaces.
4 pages, comments are welcome