On Refinement of Gruss
Inequalities
Dr. Girish Kapoor
Department of Mathematics, Govt. College Haripur
(Guler), Distt. Kangra, Himachal Pradesh, India.
*Corresponding Author: grshkapoor@gmail.com
REFERENCE
1 A. M. Fink, A treatise on Gruss inequality, Anlytic and
Geometric Inequalities and Applications, T. M. Rassias
and H. M. Srivastava, Editors Kluwer,
1999, 93 - 114.
2 M. Biernacki,
H. Pidek and C. Ryll – Nardzewski, Sur une inegalite entre des integrates definies,
Ann. Univ. Marae Curie – Sklodowska,
A, 4 (1950), 1- 4.
3 S. S. Dragomir,
Integral Gruss type inequality for mapping with
values in Hilbert spaces and its applications, J. Korean Math. Soc. 38 (2001),
1261 – 1273.
4 S. S. Dragomir
and L. Khan, Two discrete inequalities of Gruss type
via polya – Szego and Shisha results for numbers, Tamkang
J. of Math.
5 Shiow
– Ru Hwang and Ming – in Ho, On
discrete inequalities of Gruss type, Tamkang J. of Mathematics, 3 (2004), 213 – 217.
6 D. S. Mitrinovic,
J. E. Pecaric and A. M. Fink, Classical and New
Inequalities in Analysis, Kluwer Academic publishers,
Dordrecht, 1993.