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Numerical methods for construction reachability sets of dynamical systems

机译:动力系统施工可达性集合的数值方法

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The research is devoted to the problem of reachability sets construction and representation in a control problem of a dynamical system. The paper discusses two numerical methods for construction reachability sets of dynamical systems. These methods differ in the way of representations of the reachability sets. The first method is oriented on solution of the control problem on the plane and connected with a representation of sets in the form of polygons. The second one is connected with a pixel representation of sets in the m-dimensional Euclidian space and simplicial complexes.
机译:该研究致力于在动态系统控制问题中的可达性建设和表示的问题。本文讨论了动力系统施工可达性集合的两种数值方法。这些方法以可达性集的表示方式不同。第一种方法在平面上的控制问题的解决方案上,并以多边形的形式与集合的表示连接。第二个与M维欧氏空间空间和单一的综合复合物中的集合的像素表示连接。

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