18-59 |
Hua Wang:
Endpoint estimates for commutators of intrinsic square functions in Morrey type spaces
|
801–826 |
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18-60 |
Tserendorj Batbold,
Yoshihiro Sawano:
A unified treatment of Hilbert-type inequalities involving the Hardy operator
|
827–843 |
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18-61 |
Bhikha Lila Ghodadra,
Vanda Fülöp:
On the order of magnitude of Fourier transform
|
845–858 |
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18-62 |
Ushangi Goginava,
Larry Gogoladze:
Convergence in norm of logarithmic means of multiple Fourier series
|
859–867 |
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18-63 |
Shigeru Furuichi:
Precise estimates of bounds on relative operator entropies
|
869–877 |
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18-64 |
Paweł Wójcik:
Characterizations of inner product spaces by inequalities involving semi-inner product
|
879–885 |
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18-65 |
Włodzimierz Fechner:
A note on a result of I. Gusić on two inequalities in lattice-ordered groups
|
887–892 |
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18-66 |
Mowaffaq Hajja:
A generalized Cauchy-Schwarz inequality
|
893–899 |
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18-67 |
Yi Zhao:
Two trigonometric integral inequalities
|
901–913 |
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18-68 |
Fuad Kittaneh:
Numerical radius inequalities associated with the Cartesian decomposition
|
915–922 |
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18-69 |
Martin J. Bohner,
Ramy R. Mahmoud,
Samir H. Saker:
Discrete, continuous, delta, nabla, and diamond-alpha Opial inequalities
|
923–940 |
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18-70 |
Peng Gao:
On a discrete weighted mixed arithmetic-geometric mean inequality
|
941–947 |
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18-71 |
Sumbul Azeem,
Rashid Farooq:
M♮-convexity and ultramodularity on integer lattice
|
949–958 |
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18-72 |
S. S. Dragomir:
A generalized Čebyšev functional for the Riemann-Stieltjes integral
|
959–973 |
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18-73 |
Tuo Leng,
Xiaolin Qin:
The sharp upper bound for the ratio between the arithmetic and the geometric mean
|
975–980 |
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18-74 |
Rabia Bibi:
Some improvements of the Popoviciu, Bellman and Diaz-Metcalf inequalities via superquadratic functions
|
981–989 |
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18-75 |
Vakhtang Kokilashvili,
Alexander Meskhi:
On weighted Bernstein type inequality in grand variable exponent Lebesgue spaces
|
991–1002 |
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18-76 |
Marek Niezgoda:
Jessen's functional and majorization
|
1003–1011 |
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18-77 |
Marek Niezgoda:
A generalization of Mercer's result on convex functions, II
|
1013–1023 |
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18-78 |
Yunwei Xia:
On reverse isoperimetric inequalities in two-dimensional space forms and related results
|
1025–1032 |
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18-79 |
Aníbal Coronel,
Fernando Huancas:
A proof of the three geometric inequalities conjectured by Yu-Dong Wu and H. M. Srivastava
|
1033–1036 |
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18-80 |
Eszter Gselmann:
Additive functions and their actions on certain elementary functions
|
1037–1045 |
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18-81 |
G. Horváth:
On refinements of Cauchy's inequality and Hölder's inequality
|
1047–1054 |
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18-82 |
Amit Maji,
P. D. Srivastava:
Some geometric properties of difference sequence spaces of order m derived by generalized means and compact operators
|
1055–1078 |
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18-83 |
Minghua Lin:
Determinantal inequalities for block triangular matrices
|
1079–1086 |
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18-84 |
María Silvina Riveros,
Raúl Emilio Vidal:
Weighted inequalities related to a Muckenhoupt and Wheeden problem for one-side singular integrals
|
1087–1109 |
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18-85 |
Constantin P. Niculescu,
Ionel Rovenţa:
Relative Schur-convexity on global NPC spaces
|
1111–1119 |
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18-86 |
Eungil Ko,
Mee-Jung Lee:
On backward Aluthge iterates of hyponormal operators
|
1121–1133 |
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18-87 |
Xiangling Zhu:
A new characterization of the generalized weighted composition operator from H∞ into the Zygmund space
|
1135–1142 |
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18-88 |
Peter Kahlig,
Janusz Matkowski:
Logarithmic complementary means and an extension of Carlson's log
|
1143–1150 |
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18-89 |
Yutian Lei:
Asymptotics of an Euler-Lagrange equation associated with extremal functions of the Hardy-Sobolev inequality
|
1151–1158 |
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18-90 |
Julije Jakšetić,
Josip Pečarić:
Steffensen's inequality for positive measures
|
1159–1170 |
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18-91 |
S. H. Saker,
M. M. Osman,
D. O'Regan,
R. P. Agarwal:
Some new Opial dynamic inequalities with weighted functions on time scales
|
1171–1187 |
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18-92 |
Murat Çağlar,
Erhan Deniz:
Partial sums of the normalized Lommel functions
|
1189–1199 |
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