Sever S. Dragomir
School of Communications and Informatics,
Victoria University of Technology,
PO Box 14428,
Melbourne City MC 8001, Australia.
Email: Sever.Dragomir@vu.edu.au
URL: http://rgmia.vu.edu.au/SSDragomirWeb.html

• Barnett, N.S., Buse, C., Cerone, P., and Dragomir, S.S.,
  On Weighted Ostrowski Type Inequalities for Operators and Vector-valued Functions, Volume 3, Issue 1, Article 12, 2002. [050_01]

• Barnett, N.S., Cerone, P., Dragomir, S.S. and Roumeliotis, J.
  Some Inequalities for the Expectation and Variance of a Random Variable whose PDF is n-time Differentiable, Volume 1, Issue 2, Article 21, 2000. [005_00]

• Barnett, N.S., Cerone, P., Dragomir, S.S. and Roumeliotis, J.
  Some Inequalities for the Dispersion of a Random Variable whose PDF is defined on a Finite Interval, Volume 2, Issue 1, Article 1, 2001. [020_99]

• Budimir, I., Dragomir, S.S. and Pecaric, J.E.,
  Further Reverse Results for Jensen's Discrete Inequality and Applications in Information Theory, Volume2, Issue 1, Article 5, 2001. [007_00]

• Cerone, P. and Dragomir, S.S.,
  New Upper and Lower Bounds for the Cebysev Functional, Volume 3, Issue 5, Article 77, 2002. [048_02]

• Dragomir, S.S.,
  Approximating the Finite Hilbert Transform via an Ostrowski Type Inequality for Functions of Bounded Variation, Volume 3, Issue 4, Article 51, 2002. [032_02]

• Dragomir, S.S.,
  On Hadamard's Inequality on a Disk, Volume 1, Issue 1, Article 2, 2000. [003_99]

• Dragomir, S.S.,
  A Grüss Type Inequality for Sequences of Vectors in Inner Product Spaces and Applications, Volume 1, Issue 2, Article 2, 2000. [002_00]

• Dragomir, S.S.,
  A Survey on Cauchy-Bunyakovsky-Schwarz Type Discrete Inequalities, Volume 4, Issue 3, Article 63, 2003. [010_03]

• Dragomir, S.S.,
  On a Reverse of Jessen's Inequality for Isotonic Linear Functionals, Volume 2, Issue 3, Article 36, 2001. [047_01]

• Dragomir, S.S.,
  An Inequality Improving the First Hermite-Hadamard Inequality for Convex Functions Defined on Linear Spaces and Applications for Semi-Inner Products, Volume 3, Issue 2, Article 31, 2002. [082_01]

• Dragomir, S.S.,
  An Inequality Improving the Second Hermite-Hadamard Inequality for Convex Functions Defined on Linear Spaces and Applications for Semi-Inner Products, Volume 3, Issue 3, Article 35, 2002. [080_01]

• Dragomir, S.S.
  Ostrowski Type Inequalities for Isotonic Linear Functionals, Volume 3, Issue 5, Article 68, 2002. [047_02]

• Dragomir, S.S.
  Some Grüss Type Inequalities in Inner Product Spaces, Volume 4, Issue 2, Article 42, 2003. [032_03]

• Dragomir, S.S.
  The Discrete Version of Ostrowski's Inequality in Normed Linear Spaces, Volume 3, Issue 1, Article 2, 2002. [042_01]

• Dragomir, S.S. and Fang, M.L.
  Improvement of an Ostrowski type Inequality for Monotonic Mappings and its Application for Some Special Means, Volume 2, Issue 3, Article 31, 2001. [006_01]

• Dragomir, S.S. and Kim, Young-Ho,
  On Certain New Integral Inequalities and their Applications, Volume 3, Issue 4, Article 65, 2002. [034_02]

• Dragomir, S.S. and Kim, Young-Ho,
  Hilbert-Pachpatte Type Integral Inequalities and their Improvement , Volume 4, Issue 1, Article 16, 2003. [114_02]

Editors

R.P. Agarwal
G. Anastassiou
T. Ando
H. Araki
A.G. Babenko
D. Bainov
N.S. Barnett
H. Bor
J. Borwein
P.S. Bullen
P. Cerone
S.H. Cheng
L. Debnath
S.S. Dragomir
N. Elezovic
A.M. Fink
A. Fiorenza
T. Furuta
L. Gajek
H. Gauchman
C. Giordano
F. Hansen
D. Hinton
A. Laforgia
L. Leindler
C.-K. Li
L. Losonczi 
A. Lupas
R. Mathias
T. Mills
G.V. Milovanovic
R.N. Mohapatra
B. Mond
M.Z. Nashed
C.P. Niculescu
I. Olkin
B. Opic
B. Pachpatte
Z. Pales
C.E.M. Pearce
J. Pecaric
L.-E. Persson
L. Pick
I. Pressman
S. Puntanen
F. Qi
A.G. Ramm
T.M. Rassias
A. Rubinov
S. Saitoh
J. Sandor
S.P. Singh
A. Sofo
H.M. Srivastava
K.B. Stolarsky
G.P.H. Styan
L. Toth
R. Verma
F. Zhang