M. Emіn Özdemіr - Publications, H-index & Citations

M. Emіn Özdemіr

Ataturk University

26H指数

202论文数

2.8K被引数

收录论文 9

发表时间

Some New Results on Hermite-Hadamard-Mercer-Type Inequalities Using a General Family of Fractional Integral Operators 使用一般分数积分算子族的hermite-hadamard-mercer型不等式的一些新结果

FRACTAL AND FRACTIONAL

IF3.3

2021-07-13

OAAI

Set, Erhan; Celik, Baris; Ozdemir, M. Emin; Aslan, Mucahit

On new inequalities of Hermite-Hadamard-Fejer type for convex functions via fractional integrals 关于分数阶积分凸函数的hermite-hadamard-fejer型新不等式

APPLIED MATHEMATICS AND COMPUTATION

IF3.4

2015-05-01

OAAI

Set, Erhan; Iscan, Imdat; Sarikaya, M. Zeki; Ozdemir, M. Emin

On new general integral inequalities for s-convex functions 关于s-凸函数的新的广义积分不等式

APPLIED MATHEMATICS AND COMPUTATION

IF3.4

2014-11-01

OAAI

Iscan, Imdat; Set, Erhan; Ozdemir, M. Emin

New inequalities of Hermite-Hadamard type via s-convex functions in the second sense with applications

APPLIED MATHEMATICS AND COMPUTATION

IF3.4

2011-02-01

PREAI

Avci, Merve; Kavurmaci, Havva; Ozdemir, M. Emin

Hadamard-type inequalities for s-convex functions

APPLIED MATHEMATICS AND COMPUTATION

IF3.4

2007-10-01

201

PREAI

Kirmaci, U. S.; Bakula, M. Klaricic; Ozdemir, M. E.; Pecaric, J.

On some inequalities for differentiable mappings and applications to special means of real numbers and to midpoint formula

APPLIED MATHEMATICS AND COMPUTATION

IF3.4

2004-06-01

101

PREAI

Kirmaci, US; Özdemir, ME

Two new theorem on mappings uniformly continuous and convex with applications to quadrature rules and means

APPLIED MATHEMATICS AND COMPUTATION

IF3.4

2003-11-01

PREAI

Özdemir, ME; Kirmaci, US

A theorem on the first and second local modulus of continuity and applications to quadrature rules and means

APPLIED MATHEMATICS AND COMPUTATION

IF3.4

2003-09-01

PREAI

Özdemir, ME

A theorem on mappings with bounded derivatives with applications to quadrature rules and means 关于有界导数映射的定理及其在正交规则和均值中的应用

APPLIED MATHEMATICS AND COMPUTATION

IF3.4

2003-06-01

PREAI

Özdemir, ME

研究方向