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A comparison of the linguistic Choquet and Sugeno fuzzy integrals

机译:语言结合与苏格诺模糊积分的比较

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One of the popular fuzzy set theoretic technologies is the fuzzy integral. It combines numeric confidence from information sources with the worth of subsets of those sources. But sometimes, we encounter data that has a higher order of uncertainty, e.g., confidence values, locations, etc., that can only be expressed in linguistic terms. It is our belief that dealing with this type of data through the extended version of the regular algorithms produces meaningful analyses. The regular algorithms are extended using the extension principle. While we have reported success in applying the extended Choquet integral on landmine detection problems, there is a need to study the behavior of the linguistic fuzzy integrals. In this paper, we examine the extended version of the Choquet and Sugeno fuzzy integrals on a synthetic data set to gain insight into the effect of varying conditions on the final results.
机译:流行的模糊定理理论技术之一是模糊积分。它将数字信心与这些来源的价值相结合的信息来源。但有时,我们遇到具有更高阶数不确定性的数据,例如置信度值,位置等,其只能以语言术语表达。我们的信念是通过常规算法的扩展版本处理这种类型的数据产生有意义的分析。使用扩展原理扩展常规算法。虽然我们已经成功地将扩展的Choquet应用于地雷检测问题,但需要研究语言模糊积分的行为。在本文中,我们检查合成数据集中的Choquet和Sugeno模糊积分的扩展版本,以深入了解变化条件对最终结果的影响。

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