In the article, we establish several Ostrowski type inequalities involving the conformable fractional integrals. As applications, we find new inequalities for the arithmetic and generalized logarithmic means.

We solve the Stechkin problem about approximation of generally speaking unbounded hypersingular integral operators by bounded ones. As a part proof, we also several related and interesting on their own problems. In particular, obtain sharp Landau-Kolmogorov type inequalities in both additive multiplicative forms for prove Ostrowski inequality multivatiate Sobolev classes. give some applications...

The paper briefly reviews the concept of the variogram and the estimation error variance in connection with certain estimation problems. This is done in the context of their development in mineralogy. The results are then placed in the context of the assessment of flowing product streams that are continuous space, continuous time stochastic processes. The work in this area, to date, is then bri...

Some new estimates for the di¤erence between the integral mean of a function and its mean over a subinterval are established and new applications for special means and probability density functions are also given. 1. Introduction The classical Ostrowski type integral inequality [1] stipulates a bound for the di¤erence between a function evaluated at an interior point and the average of the func...