论文标题
非相对论的susy在平面lévy-leblond方程的变体中
Non relativistic SUSY in variants of the planar Lévy-Leblond equation
论文作者
论文摘要
n = 2 susy延伸的schrödinger对称性被证明存在于自由平面lévy-leblond方程的溶液空间中，其中n = 1的一部分可用于该方程的测量版本，以及当它耦合到Chern-Simons理论时。
An N=2 SUSY extension of the Schrödinger symmetry is shown to exist in the solution space of the free planar Lévy-Leblond equation, an N=1 part of which survives for the gauged version of the equation and also when it is coupled to Chern-Simons theory.
