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On New Weighted Ostrowski Type inequalities Involving Integral Means over End Intervals and Application

机译:区间上包含均值的新加权Ostrowski型不等式及其应用。

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The aim of this paper is to establish new inequalities using weight function which generalizes the inequalities of Dragomir, Wang and Cerone. In this article we obtain bounds for the deviation of a function from a combination of weighted integral means over the end intervals covering the entire interval. A variety of earlier results are recaptured as particular instances of the current development. Applications for cumulative distribution function is also discussed.
机译:本文的目的是利用权重函数建立新的不等式,以权衡Dragomir,Wang和Cerone的不等式。在本文中,我们获得了覆盖整个区间的最终区间上加权加权均值组合的函数偏差的界限。各种早期结果被重新捕获为当前开发的特定实例。还讨论了累积分布函数的应用。

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