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An Integral Mean Value Theorem concerning Two Continuous Functions and Its Stability

机译:关于两个连续函数的积分中值定理及其稳定性

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The aim of this paper is to investigate an integral mean value theorem proposed by one of the references of this paper. Unfortunately, the proof contains a gap. First, we present a counterexample which shows that this theorem fails in this form. Then, we present two improved versions of this theorem. The stability of the mean point arising from the second result concludes this paper.
机译:本文的目的是研究本文参考文献之一提出的积分中值定理。不幸的是,证明中存在空白。首先,我们给出一个反例,它表明该定理以这种形式失败。然后,我们给出该定理的两个改进版本。由第二个结果得出的均值点的稳定性是本文的结论。

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