Open Access Journal
Mathematical Inequalities & Applications
Volume: 6
Year: 2003
If you wish to subscribe to this journal, please log in or become a member.
Articles
Article number / DOI |
Authors / Title |
Pages |
Abstract |
Article |
06-53 |
Constantin P. Niculescu:
Convexity according to means
|
571–579 |
View |
View |
06-54 |
Mowaffaq Hajja:
Radical and rational means of degree two
|
581–593 |
View |
View |
06-55 |
J. Rooin:
On Ky Fan's inequality and its additive analogues
|
595–604 |
View |
View |
06-56 |
József Németh:
Generalization of some theorems on classes of numerical sequences
|
605–616 |
View |
View |
06-57 |
Nenad Ujević:
A new generalization of Grüss inequality in inner product spaces
|
617–623 |
View |
View |
06-58 |
Bicheng Yang,
Themistocles M. Rassias:
On the way of weight coefficient and research for the Hilbert-type inequalities
|
625–658 |
View |
View |
06-59 |
Liangcheng Wang:
On extensions and refinements of Hermite-Hadamard inequalities for convex functions
|
659–666 |
View |
View |
06-60 |
Takuya Hara,
Sin-Ei Takahasi:
On weighted extensions of Carleman's inequality and Hardy's inequality
|
667–674 |
View |
View |
06-61 |
Gwang Hui Kim:
On the stability of homogeneous functional equations with degree t and n-variables
|
675–688 |
View |
View |
06-62 |
O. Duman,
M. K. Khan,
C. Orhan:
A-Statistical convergence of approximating operators
|
689–699 |
View |
View |
06-63 |
C.-S. Lin:
On chaotic order of two operators on Hilbert space
|
701–712 |
View |
View |
06-64 |
Takayuki Furuta,
Mariko Giga,
Masahiro Yanagida:
Simple proof of jointly concavity of the relative operator entropy S(A|B) = A1/2 log ( A-1/2 BA-1/2) A1/2
|
713–714 |
View |
View |
06-65 |
Kil-Woung Jun,
Jae-Hyeong Bae,
Won-Gil Park:
Partitioned functional inequalities in banach modules and approximate algebra homomorphisms
|
715–726 |
View |
View |
06-66 |
József Bukszár:
Hypermultitrees and sharp Bonferroni inequalities
|
727–743 |
View |
View |
06-67 |
A. Kovačec,
J. K. Merikoski,
O. Pikhurko,
A. Virtanen:
Optimizers for Sub-Sums subject to a Sum- and a Schur-Convex Constraint with Applications to Estimation of Eigenvalues
|
745–763 |
View |
View |