10-19 |
Sergey Tikhonov:
Smoothness conditions and Fourier series
|
229–242 |
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10-20 |
Hidefumi Katsuura,
Samih Obaid:
Inequalities involving trigonometric and hyperbolic functions
|
243–250 |
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10-21 |
Gejun Bao,
Yi Ling:
Weighted integral inequalities of Poincaré type
|
251–259 |
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10-22 |
Soon-Mo Jung,
Ki-Suk Lee:
Hyers-Ulam stability of first order linear partial differential equations with constant coefficients
|
261–266 |
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10-23 |
Lars-Erik Persson,
Vladimir Stepanov,
Peter Wall:
Some scales of equivalent weight characterizations of Hardy's inequality: the case q<p
|
267–279 |
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10-24 |
Ioan Gavrea:
An extension of Buzano's inequality in inner product spaces
|
281–285 |
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10-25 |
Dah-Yan Hwang:
Some interpolations and refinements of Hadamard's inequality for r-convex functions in Carnot groups
|
287–297 |
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10-26 |
Tomasz Rychlik:
Optimal bounds for linear functionals on monotone functions
|
299–310 |
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10-27 |
Sin-Ei Takahasi,
Takeshi Miura,
Takahiro Hayata:
On Wirtinger's inequality and its elementary proof
|
311–319 |
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10-28 |
Daniel Breaz,
Shigeyoshi Owa:
Some extensions of univalent conditions for certain integral operator
|
321–325 |
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10-29 |
Hüseyin Irmak,
Ravinder Krishna Raina:
Certain properties arising from some inequalities concerning subclasses of multivalently analytic functions
|
327–334 |
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10-30 |
Jan Vybíral:
A remark on better λ-inequality
|
335–341 |
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10-31 |
Yong-Kui Chang,
Li-Mei Qi:
Controllability of nonautonomous semilinear integrodifferential inclusions in Banach spaces
|
343–350 |
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10-32 |
Gwang Hui Kim:
A generalization of Hyers-Ulam-Rassias stability of the G-functional equation
|
351–358 |
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10-33 |
Kazimierz Nikodem,
Thomas Riedel,
Prasanna K. Sahoo:
The stability problem of the Hermite-Hadamard inequality
|
359–363 |
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10-34 |
Ekrem Savaş:
On a summability factor theorem
|
365–370 |
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10-35 |
N. K. Govil,
Vijay Gupta:
Direct estimates in simultaneous approximation for Durrmeyer type operators
|
371–379 |
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10-36 |
Takashi Sano:
Furuta inequality of indefinite type
|
381–387 |
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10-37 |
Yeol Je Cho,
Heng-you Lan:
A new class of generalized nonlinear multi-valued quasi-variational-like inclusions with H-monotone mappings
|
389–401 |
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10-38 |
K. R. Kazmi,
F. A. Khan:
Sensitivity analysis for parametric general set-valued mixed varitional-like inequality in uniformly smooth Banach space
|
403–415 |
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10-39 |
Jian-wen Peng:
Generalized vector quasi-variational-like inequalities
|
417–426 |
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10-40 |
Stefan M. Stefanov:
On the solution of variational inequality problems by using cutting plane methods
|
427–436 |
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10-41 |
N. Behera,
C. Nahak,
S. Nanda:
Generalized (ρ,θ)-η-B-vexity and generalized (ρ,θ)-η-B-preinvexity
|
437–446 |
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10-42 |
Peter R. Mercer:
The Dunkl-Williams inequality in an inner product space
|
447–450 |
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10-43 |
Mikio Kato,
Kichi-Suke Saito,
Takayuki Tamura:
Sharp triangle inequality and its reverse in Banach spaces
|
451–460 |
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10-44 |
Josip Pečarić,
Rajna Rajić:
The Dunkl-Williams inequality with n elements in normed linear spaces
|
461–470 |
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