Open Access Journal
Mathematical Inequalities & Applications
Volume: 6
Year: 2003
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Articles
Article number / DOI |
Authors / Title |
Pages |
Abstract |
Article |
06-34 |
Mandeep Singh,
Jaspal Singh Aujla:
A note on Weyl's interlacing inequality
|
375–378 |
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06-35 |
Mihály Bessenyei,
Zsolt Páles:
Hadamard-type inequalities for generalized convex functions
|
379–392 |
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06-36 |
B. G. Pachpatte:
Comparison inequalities for partial finite difference equations
|
393–396 |
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06-37 |
Jonathan Borwein,
Roland Girgensohn:
A Class of Exponential Inequalities
|
397–411 |
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06-38 |
Qiu-Ming Luo,
Feng Qi,
Neil S. Barnett,
Sever S. Dragomir:
Inequalities involving the sequence ∛(a + ∛8a +...+∛(a)))
|
413–419 |
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06-39 |
R. Oinarov:
Reversion of Hölder type inequalities for sums of weighted norms and additive weighted estimates of integral operators
|
421–436 |
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06-40 |
Gou-Sheng Yang,
Kuei-Lin Tseng:
Some Refinements of Slater, Pečarić and Wang-Wang's inequalities
|
437–443 |
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06-41 |
N. K. Govil:
Lp Inequalities for entire functions of exponential type
|
445–452 |
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06-42 |
N. K. Govil,
M. A. Qazi,
Q. I. Rahman:
Inequalities describing the growth of polynomials not vanishing in a disk of prescribed radius
|
453–467 |
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06-43 |
Zhang Fengqin,
Ma Zhien,
Yan Jurang:
Boundary value problems for first order parametrize differential equations with piecewise constant arguments
|
469–476 |
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06-44 |
Daniel Franco,
Juan J. Nieto,
Donal O'Regan:
Anti-periodic boundary value problem for nonlinear first order ordinary differential equations
|
477–485 |
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06-45 |
Wan-Tong Li:
Interval oscillation criteria for second order damped half-linear differential equations with forcing term
|
487–495 |
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06-46 |
V. I. Burenkov,
G. E. García Almeida:
Equivalent quasinorms for the anisotropic Nikol'skiĭ-Besov spaces on a cone of functions with a regular Fourier transform
|
497–508 |
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06-47 |
Masatoshi Fujii,
Sang Hun Lee,
Yuki Seo,
Dongick Jung:
Reverse inequalities on chaotically geometric mean via Specht ratio
|
509–519 |
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06-48 |
Takayuki Furuta:
Specht ratio S(1) can be expressed by Kantorovich constant K(p) : S(1)= exp[K'(1)] and its application
|
521–530 |
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06-49 |
Takayuki Furuta,
Josip Pečarić:
An operator inequality associated with the operator concavity of operator entropy A log A-1
|
531–543 |
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06-50 |
Ismat Beg:
Fixed points set function of nonexpansive random mapping on metric spaces
|
545–552 |
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06-51 |
Muhammad Aslam Noor,
Khalida Inayat Noor,
Zulfiqar Ali Memon:
Stability of implicit resolvent dynamical systems
|
553–562 |
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06-52 |
S. Nanda,
S. Pani:
A note on complementarity problem in Banach space
|
563–566 |
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