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A functional equation-based computational method for the discrete-time nonlinear observer ?

机译:用于离散时间非线性观察者

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摘要

To solve the discrete nonlinear observer problem, it is necessary to find a solution of a certain functional equation. The existence conditions of this functional equation have already been well established, nevertheless, they are rather restrictive. Moreover, less attention was paid to the design of numerical methods to find its solution. In this paper, the approximation of the solution using the finite difference method is presented. From the theoretical point of view, this method has milder assumptions. The algorithm is thoroughly described and attention is paid to numerical aspects. The method is illustrated by an example.
机译:为了解决离散的非线性观测器问题,有必要找到某种功能方程的解决方案。 这种功能方程的存在条件已经很好地建立了很好的建立,因此它们是相当长的。 此外,对数字方法的设计进行了不太关注以找到其解决方案。 本文介绍了使用有限差分法的解决方案的近似。 从理论的角度来看,这种方法具有较温和的假设。 算法彻底描述并注意到数值方面。 该方法通过示例说明。

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