Here we present fractional univariate Ostrowski-Sugeno Fuzzy type inequalities. These are of Ostrowski-like inequalities in the setting of Sugeno fuzzy integral and its special-particular properties. In a fractional environment, they give tight upper bounds to the deviation of a function from its Sugeno-fuzzy averages. The fractional derivatives we use are of Canavati and Caputo types. This work is greatly inspired by [8], [1] and [2].

中文翻译：

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分数阶Ostrowski-Sugeno模糊单变量不等式

在这里，我们提出分数阶单变量Ostrowski-Sugeno Fuzzy型不等式。在Sugeno模糊积分及其特殊性质中，这些是Ostrowski型不等式。在分数环境中，它们为函数与Sugeno模糊平均的偏差提供了严格的上限。我们使用的分数导数是Canavati和Caputo类型的。这项工作受到[8]，[1个]和[2]。