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New bounds for Ostrowski type inequality involving integral means over end intervals and applications

Meifen Fu, Hongchen Qin


In this paper we establish some new bounds for Ostrowski type inequality involving integral means over end intervals. We prove that the result in the first case is sharp. Applications to probability density functions and velocity functions are also given.


Ostrowski’s inequality; differentiable mapping; probability density function; velocity function.

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