| Faruk. Abi-Khuzam,
"A
sharp norm-inequality for non-homogeneous distance functions"
| Abstract: A
sharp two-sided norm-inequality is obtained for a non-homogeneous
distance function in Rn.
Such inequalities are needed in the study of the boundedness of
certain singular integral operators in harmonic analysis. |
|
| Giampietro Allasia |
| Drumi Bainov,
Title to be announced |
| Vasile Berinde, North University of Baia Mare
On some inequality-form tests for series and sequences |
| Constantin Buse, University of the West,
Timisoara, Romania
"Ostrowski's Inequality for Vector-Valued Functions and Associated
Operator Inequalities"
Coauthors: N.S. Barnett, P.Cerone and S.S. Dragomir
"A new Proof for a Rolewicz's Theorem Based on a Steffensen's type
Inequality"
|
| P. Cerone, Victoria University, Australia
"Generalized Trapezoid Rules with Errors Involving Bounds on
the n-th Derivatives" |
|
Wing Sum Cheung |
|
Aleksandra Cizmesija, Department of Mathematics, University of Zagreb
"On generalizations of Bicheng-Debnath type of Hardy's integral
inequality for multidimensional balls" |
|
Silvia - Otilia Corduneanu, Gh. Asachi Technical University,
Romania
"Some inequalities for the mean of almost periodic
measures"
Abstract: (pdf) (html) |
|
Octavian Crasnaru, Liceul Jimbolia,
Romania
"About von Neumann's inequality for d-contractions" |
|
N.M. Dragomir, Victoria University, Australia
"Inequalities for Hilbert Transform with
Application in Image Enhancement" |
|
Sever S. Dragomir, Victoria University, Australia
"Error Estimates for a Perturbed Trapezoid
Inequality and Applications in Probability and Information Theory"
"A Survey on Inequalities for Csiszar f-Divergence
and Application in Information Theory" |
|
Liviu C.
Florescu,
"Fatou's
inequality - extensions" |
|
Masatoshi
Fujii,
"A geometric mean in the Furuta inequality" Paper:
(pdf) (html) |
|
Leslaw
Gajek , University of Lodz, Poland |
|
Dumitru Gaspar,
Title to be announced |
|
Pasc Gavruta, Title to be
announced |
|
Attila Gilanyi, University of
Debrecen, Hungary
"A mean value inequality for Dinghas-type derivatives"
Coauthor: Zs. Páles
| Abstract: In this talk a mean value inequality for Dinghas-type derivatives is proved. As a consequence of this result higher-order convexity properties of real functions are characterized in terms of generalized derivatives. |
|
|
Carla Giordano, University
of Turin, Italy
"Inequalities
for the Logarithm of the Gamma Function Related to Asymptotic Expansions"
Abstract: (pdf) (html) |
|
Liviu Ignat, University of Craiova,
Romania
"A Variational Approach to Discontinuous Problems with
Critical Exponents" |
| Eizaburo Kamei,
"Order
among Furuta type inequality"
Abstract: (pdf) (html)
|
| Peter T Landsberg |
| Laszlo Losonczi,
University of Debrecen, Hungary
"On the Comparison of Cauchy Mean Values"
Abstract: (pdf) (html) |
| Mihail Megan,
Title to be announced |
| Milan Merkle |
| Jadranka Micic,
University of Zagreb
"Some Functions Preserving the Order of Positive
Operators"
Coauthors: J.E. Pecaric and Yuki Seo.
Abstract: (pdf) (dvi) |
|
Alexandru
I. Mitrea,
Technical University, Romania
"Inequalities involving norms of some linear operators with application to
approximation procedures"
| Abstract: Some inequalities concerning the norms of some linear functionals which
appear in numerical differentiation and quadrature formulas are deduced. By
means of some principles of condensation of singularities, these inequalities are used in order to obtain corresponding divergence theorems. |
|
| Ram Mohapatra, University of Central Florida, Orlando
"Grüss Type Inequalities and Best Approximation" |
| Constantin P. Niculescu, University of Craiova, Romania
"New
Developments in Convexity Theory"
Abstract: (pdf) (html)
|
| Zsolt
Pales, Institute of Mathematics and Informatics, Lajos Kossuth University,
Hungary
"On
Approximately Convex Functions"
Abstract: (pdf) (html)
|
| Laurentiu
Panaitopol, Title to be announced
|
|
C.E.M. Pearce
"Quasilinearity and Hadamard's Inequality"
Coauthor: S.S. Dragomir
Abstract: Several functionals are defined via Hadamard's
inequality. It is established that these exhibit quasilinearity
and monotonicity properties. Examples are provided. |
|
| Josip Pecaric,
University of Zagreb, Croatia.
"Abel-Gontscharoff interpolating polynomial and some inequalities for
convex functions of higher order"
Coauthor: Vera Culjak
Abstract: (pdf) (html)
|
| Lars-Erik Persson, Luleå University of Technology,
Sweden
"Hardy
type and more general weighted integral inequalites"
Abstract: (pdf) (html)
|
| Dan Popovici, University of the West Timisoara,
Romania
"Cauchy-Schwarz Inequalities in Hilbert Modules"
Coauthor: Adriana Popovici
Abstract: (pdf) (html) |
| Florin
Popovici,
"On
Simpson’s Approximation Formula of the Riemann integral"
Coauthor: Razvan
Anisca |
| Feng Qi, Jiaozhou Institute of Technology,
China |
| Ioan Rasa,
Department of Mathematics, Technical University, Romania
"Some Inequalities for Means and Convex
Functions"
| Abstract: We present some improvements of the
Hermite - Hadamard inequality and - as a consequence - stronger versions of some inequalities of J.
Sàndor. |
|
|
Alessandra De Rossi,
"Application of the
strengthened Cauchy-Schwarz inequality to wavelet adaptive methods for elliptic problems" Abstract:
(pdf) (html) |
| John Roumeliotis, Victoria University, Australia
"Peano kernels, numerical integration and Maple"
Abstract: (pdf) (html) |
| Jozsef Sandor,
University of Babes-Bolyai, Romania
"Perfect numbers: a new perspective"
| Abstract: Inequalities
on classical arithmetic functions are used to obtain new proofs of
certain theorems on perfect numbers. Various kinds of perfect
numbers odd, even, super, cvasi, multiplicative, highly, e-perfect,
etc) are considered, and many results as well as open problems are
pointed out. |
|
| Dana Simian, Univ. L. Blaga din Sibiu, Romania
"On some multivariate inequalities" |
| Anthony Sofo, Victoria University, Australia
"Double Integral Inequalities Based on
Multi-Branch Peano Kernels"
|
| Marius Stanescu
"The operator theoretic flaviour of Hardy’s
Inequality"
Coauthor:
George Popescu
|
| Doru Stefanescu,
University of Bucharest, Romania
"Inequalities on Polynomial Roots"
Abstract: (pdf) (html)
|
| Stefan M. Stefanov, Neofit Rilski South-West University,
Bulgaria
"On Some Methods for Solving Variational
Inequalities"
Abstract: (pdf) (html)
|
| George P. H. Styan, McGill University, Montreal, Canada |
| Hossein Teimoori |
| George Tilea, Hidroelectrica S.A. Company,
Romania
|
| Gheorghe Toader,
Technical University, Romania
"Integral Generalized Means"
Coathor: Silvia Toader
| Abstract: Using the model of the integral representation of the arithmetic-geometric
mean of Gauss, many integral means where defined by H. Haruki, T.
Rassias, G. Toader and S. Toader. Here we study a modification considered by Y.-H.
Kim which gives only generalized means, that is positive reflexive functions
of two positive variables. |
|
| Silvia Toader,
"Some inequalities for means and convex functions"
Coauthor: Gheorghe Toader
| Abstract: By generalized mean we understand a positive reflexive function of two
positive variables. We study the partial derivatives of order one and two of
a generalized mean. The results are used for giving some applications. |
|
| Zivorad Tomovski, Faculty of Mathematics &
Natural Sciences, Institute of Mathematics, Skopje, Macedonia
"A note on two inequalities of Telyakovskii type" |
| Laszlo Toth, University of Pécs, Hungary
"The Maximal Order of a Class of Multiplicative
Arithmetical Functions"
Abstract: (pdf) (html)
|
| Bela Uhrin, University
of Pécs, Hungary
"Self-affine tiles and digit sets via the
geometry of numbers"
Abstract: (pdf) (html) |
| Bicheng Yang |
| Baoquan Yuan, Jiaozuo Institute of Technology, People's Republic of China.
"An Inequality about Exponent e and Its Application to Refine the
Carleman's Inequality" |