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Bounded variation, absolute continuity and absolute integrability for fuzzy-number-valued functions

机译:模糊数值函数的有界变化,绝对连续性和绝对可积性

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摘要

In this paper, the concepts of bounded variation and absolute continuity for the fuzzy-number-valued functions are presented and discussed by means of the representation of the absolute value for fuzzy numbers. The relations among bounded variation, absolute continuity, Kaleva's integral and fuzzy Henstock integral are characterized. Especially, the representation of absolute continuous fuzzy valued functions is given by Henstock (kaleva) integral of absolutely Henstock (Kaleva) integrable fuzzy-number-valued functions.
机译:通过模糊数绝对值的表示,提出并讨论了模糊数值函数的有界变化和绝对连续性的概念。刻画了有界变化,绝对连续性,Kaleva积分和模糊Henstock积分之间的关​​系。特别是,绝对连续模糊值函数的表示形式是由绝对Henstock(Kaleva)可积模糊数值函数的Henstock(kaleva)积分给出的。

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