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A new approach to estimate the interpolation error of fuzzy data using similarity measures of fuzzy numbers

机译:利用模糊数相似性测度估计模糊数据插值误差的新方法

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摘要

In this article, new error and similarity indexes to determine the accuracy of interpolation of fuzzy data by cubic spline functions are presented. The measures introduced are based on the similarity measure of fuzzy numbers. Through experimental simulations with different examples, we verify the homogeneity of the error and similarity indexes, which provides a criterion for determining the accuracy of the interpolation method with fuzzy data. The development of a criterion or an error or similarity index represents an important advancement, because of the lack of qualitative measures to estimate the interpolation error using fuzzy numbers in order to compare the results from distinct fuzzy data sets.
机译:本文提出了新的误差和相似度指标,用于确定三次样条函数对模糊数据进行插值的准确性。引入的度量基于模糊数的相似性度量。通过不同实例的实验仿真,验证了误差和相似性指标的均一性,为确定模糊数据插值方法的准确性提供了依据。由于缺乏定性度量来使用模糊数来估计插值误差以比较不同模糊数据集的结果,因此准则或错误或相似性指数的开发代表了一项重要的进步。

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