References
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On the Ostrowski inequality for the Riemann-Stieltjes integral
f(t)du(t), where f is of $H\"{o}lder$ type and u is of bounded variation and applications S. S. Dragomir - Appl. Math. Lett. v.11 Applications of Ostrowski's inequality to the estimation of error bounds for some special means and some numerical quadrature rules S. S. Dragomir;S. Wang
- Tamkang J. of Math. v.28 A new inequality of Ostrowski's type in L₁norm and applications to some special means and to some numerical quadrature rules S. S. Dragomir;S. Wang
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Indian Journal of Mathematics
v.40
no.3
A new inequality of Ostrowski's type in
$L_p$ norm S. S. Dragomir;S. Wang -
Inequalities for Functions and Their Integrals and Derivatives
inequalities for Functions and Their integrals and Derivatives
D. S.
$Mitrinovi\'{c}$ ;J. E.$Pe\~{c}ari\'{c}$ ;A. M. Fink - Tamkang J. of Math. v.30 no.3 The best constant in an inequality of Ostrowski type T. C. Peachey;A. Mc Andrew;S. S. Dragomir