论文标题
$（2+1）$ - 尺寸弯曲时空的零能量状态
Zero energy states of Dirac equation in $(2+1)$-dimensional curved spacetime
论文作者
论文摘要
我们认为在标量潜力的情况下，$（2+1）$（2+1）$尺寸弯曲的时空。然后表明，当$ y $方向上的动量$ k_y $时，零能状态是退化的，可以获得它们。
We consider Dirac equation in $(2+1)$ dimensional curved spacetime in the presence of a scalar potential. It is then shown that the zero energy states are degenerate and they can be obtained when the momentum $k_y$ in the $y$ direction satisfies certain constraints involving the mass parameter and the scalar potential coupling.
