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Canonical piecewise-linear approximation of smooth functions

机译:光滑函数的典范分段线性逼近

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This paper deals with the approximation of smooth functions using canonical piecewise-linear functions. The developing of tools in the field of analysis and control of nonlinear systems based on this kind of functions, as well as its efficiency in the representation of electronic devices, motivates the development of useful methods to obtain accurate approximations. A recursive method is proposed to obtain simultaneously all the parameters required and its convergence is studied. In addition, an iterative method to introduce new partitions on the domain, when the error obtained is not satisfactory, is described. This method takes advantage of the partitions already found to reduce the total number of parameters that the algorithm has to handle.
机译:本文使用规范的分段线性函数处理光滑函数的逼近。基于这种功能的非线性系统分析和控制领域中工具的开发以及其在电子设备表示中的效率,促使人们开发有用的方法以获得精确的近似值。提出了一种递归方法来同时获取所有需要的参数,并研究了其收敛性。另外,描述了当获得的错误不令人满意时在域上引入新分区的迭代方法。该方法利用已经发现的分区来减少算法必须处理的参数总数。

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