Logarithmic Divergence Measure for Fuzzy Matrix and Application

A. Rani, Omdutt Sharma, Priti Gupta
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Abstract

This paper introduces a new divergence measure for a fuzzy matrix with proof of its validity. In addition, the properties are proved for the new fuzzy divergence measure. A method to solve decision making problem is developed by using the proposed fuzzy divergence measure. Finally, the application of this fuzzy divergence measure to decision making is shown using real-life example
模糊矩阵的对数散度测度及其应用
本文介绍了一种新的模糊矩阵的散度度量,并证明了其有效性。此外,还证明了新模糊散度测度的性质。利用所提出的模糊散度测度,提出了一种解决决策问题的方法。最后,通过实例说明了模糊散度测度在决策中的应用
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