论文标题
微晶几何稳定的界轨道
Stable bound orbits in microstate geometries
论文作者
论文摘要
我们显示了在五维最小超级实力的玻色粒扇区中最简单的微晶几何时空中移动的巨大和无质量颗粒的稳定界轨道的存在。在我们的分析中，将颗粒的运动减少到二维潜在问题，我们从数值上研究电势是否具有负局部最小值。
We show the existence of stable bound orbits for the massive and massless particles moving in the simplest microstate geometry spacetime in the bosonic sector of the five-dimensional minimal supergravity. In our analysis, reducing the motion of particles to a two-dimensional potential problem, we numerically investigate whether the potential has a negative local minimum.
