S. M. Saperstone and M. Nishihama [6] had showed both continuity and stability of the orbital and limit set maps, $K(x)$ and $L(x)$, where $K$ and $L$ are considered as maps from $X$ to $2^X$. The main purpose of this paper is to extend continuity and stability for dynamical systems to general dynamical systems.
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机译：SM Saperstone和M.Nishihama [6]显示了轨道和极限集图$ K（x）$和$ L（x）$的连续性和稳定性，其中$ K $和$ L $被认为是来自$ X $至$ 2 ^ X $。本文的主要目的是将动力系统的连续性和稳定性扩展到一般动力系统。
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