Integral inequalities of the ostrowski type (2001).

Content Provider	CiteSeerX
Author	Sofo, A.
Abstract	Communicated by T. Mills ABSTRACT. Integral inequalities of Ostrowski type are developed for n−times differentiable mappings, with multiple branches, on the L ∞ norm. Some particular inequalities are also investigated, which include explicit bounds for perturbed trapezoid, midpoint, Simpson’s, Newton-Cotes and left and right rectangle rules. The results obtained provide sharper bounds than those obtained by Dragomir [5] and Cerone, Dragomir and Roumeliotis [2].
File Format	PDF
Publisher Date	2001-01-01
Access Restriction	Open
Subject Keyword	Ostrowski Type Integral Inequality Time Differentiable Mapping Perturbed Trapezoid Mill Abstract Explicit Bound Multiple Branch Particular Inequality Right Rectangle Rule
Content Type	Text
Resource Type	Article