Volume 2,  Issue 3, 2001

Article 31

IMPROVEMENT OF AN OSTROWSKI TYPE INEQUALITY FOR MONOTONIC MAPPINGS AND ITS APPLICATION FOR SOME SPECIAL MEANS

S.S. DRAGOMIR AND M.L. FANG

SCHOOL OF COMMUNICATIONS AND INFORMATICS, 
VICTORIA UNIVERSITY OF TECHNOLOGY, PO BOX 14428, 
MELBOURNE CITY MC 8001, AUSTRALIA.
E-Mail: Sever.Dragomir@vu.edu.au
URL: http://rgmia.vu.edu.au/SSDragomirWeb.html

DEPARTMENT OF MATHEMATICS, 
NANJING NORMAL UNIVERSITY, 
NANJING 210097, P. R. CHINA
E-Mail: mlfang@pine.njnu.edu.cn

Received 10 January, 2001; 23 April, 2001.
Communicated by: B. Mond


ABSTRACT.   We first improve two Ostrowski type inequalities for monotonic functions, then  provide its application for special means.
Key words:
Ostrowski's inequality, Trapezoid inequality, Special means.

2000 Mathematics Subject Classification:
26D15, 26D10.


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Generalized Auxiliary Problem Principle and Solvability of a Class of Nonlinear Variational Inequalities Involving Cocoercive and Co-Lipschitzian Mappings
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On Some Generalizations of Steffensen's Inequality and Related Results
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A Weighted Analytic Center for Linear Matrix Inequalities
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Good Lower and Upper Bounds on Binomial Coefficients
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Improvement of an Ostrowski Type Inequality for Monotonic Mappings and its Application for Some Special Means
S.S. Dragomir and M.L. Fang

On the Utility of the Telyakovskii's Class S
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L'Hospital Type Rules for Oscillation, with Applications
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Matrix and Operator Inequalities
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Consequences of a Theorem of Erdös-Prachar
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On a Reverse of Jessen's Inequality for Isotonic Linear Functionals
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Lp-Improving Properties for Measures on R4 Supported on Homogeneous Surfaces in Some Non Elliptic Cases
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Some Properties of the Series of Composed Numbers
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