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Determination of Pattern Recognition Problems based on a Pythagorean Fuzzy Correlation Measure from Statistical Viewpoint

机译:基于统计观点的毕达哥拉斯模糊相关措施的模式识别问题确定

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By considering all the three parameters describing Pythagorean fuzzy set, we introduce a new technique of computing correlation coefficient between Pythagorean fuzzy sets from statistical perspective. The correlation coefficient value obtain via this technique shows strength of correlation between the Pythagorean fuzzy sets and indicates whether the Pythagorean fuzzy sets under consideration are related negatively or positively in contrast to other existing correlation coefficient approaches in Pythagorean fuzzy context, which only assess the strength of relationship. Certain numerical examples are considered to ascertain the authenticity of this method over similar techniques studied in intuitionistic/Pythagorean fuzzy contexts. Some pattern recognition problems are resolved with the aid of the new technique. For higher productivity sake, this technique could be approached from an object-oriented perspective.
机译:通过考虑描述Pythagorean模糊集的所有三个参数,我们介绍了从统计角度来看毕达哥拉斯模糊集之间的相关系数的新技术。 通过该技术获得的相关系数值显示毕达哥拉斯模糊集之间的相关强度,并指示所考虑的毕达哥仑模糊集合与毕达哥拉斯模糊背景中的其他现有相关系数方法相比,这是粘性的与其他相关系数接近相比,这只评估 关系。 考虑某些数值示例以确定这种方法的真实性在直觉/毕达哥兰模糊背景中研究的类似技术上。 借助新技术解决了一些模式识别问题。 为了提高生产率,可以从面向对象的角度来看这种技术。

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