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- N. S. Barnett, Sever Silvestru Dragomir, I. Gomm
- Mathematical and Computer Modelling
- 2009

A companion for the Ostrowski and the generalised trapezoid inequalites for various classes of functions, including functions of bounded variation, Lipschitzian, convex and absolutely continuous functions is established. Applications for weighted means are also given.

- Hao Lan Zhang, Yuan Miao, I. Gomm
- 2008

................................................................................. iv PUBLICATIONS ............................................................................ vi LIST OF FIGURES .......................................................................... xi LIST OF TABLES… (More)

- S. S. DRAGOMIRAND, I. Gomm
- 2013

Some applications of Fejér’s inequality for convex functions are explored. Upper and lower bounds for the weighted integral ∫ b a (b− x) (x− a) f (x) dx under various assumptions for f with applications to the trapezoidal quadrature rule are given. Some inequalities for special means are also provided.

- S. S. DRAGOMIRAND, I. Gomm
- 2011

Some inequalities concerning two mappings associated to the celebrated HermiteHadamard integral inequality for convex function with applications for special means are given.

- N. S. Barnett, Sever Silvestru Dragomir, I. Gomm
- Appl. Math. Lett.
- 2010

Some new results that provide refinements and reverses of the Cauchy-Bunyakovsky-Schwarz (CBS)−inequality in the general setting of Measure Theory and under some boundedness conditions for the functions involved are given.

- S. S. DRAGOMIRAND, I. Gomm
- 2012

Some new results concerning two mappings associated to the celebrated HermiteHadamard integral inequality for twice differentiable functions with applications for special means are given.

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