Researchers Samet Erden
avatar
Samet Erden Assoc. Prof. BARTIN ÜNİVERSİTESİ
Publication 5 Review 3 CrossRef Cited 1
5 Publication
3 Review
1 CrossRef Cited

Research Fields

Operator Algebras and Functional Analysis

Institution

BARTIN ÜNİVERSİTESİ

Publications

Ostrowski Type Inequalities Including Riemann-Liouville Fractional Integrals for Two Variable Functions
Authors: Samet Erden , Burçin Gökkurt Özdemir , Sevgi Kılıçer , Canmert Demır
Published: 2024 , Konuralp Journal of Mathematics
DOI: -
FAVORITE 0 TOTAL DOWNLOAD COUNT 20

0

20

Extended Ostrowski Type Inequalities Involving Conformable Fractional Integrals
Authors: Samet Erden , Pınar Bolu
Published: 2022 , Konuralp Journal of Mathematics
DOI: -
FAVORITE 0 TOTAL DOWNLOAD COUNT 124

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124

Companions Of Perturbed Type Inequalities For Higher-Order Differentiable Functions
Authors: Samet Erden
Published: 2019 , Cumhuriyet Science Journal
DOI: 10.17776/csj.577459
FAVORITE 0 TOTAL DOWNLOAD COUNT 719

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719

New Perturbed Inequalities for Functions Whose Higher Degree Derivatives are Absolutely Continuous
Authors: Samet Erden
Published: 2019 , Konuralp Journal of Mathematics
DOI: -
FAVORITE 0 TOTAL DOWNLOAD COUNT 191

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191

On the Hermite-Hadamard's and Ostrowski's inequalities for the co-ordinated convex functions
Authors: Samet Erden , Mehmet Zeki Sarikaya
Published: 2017 , New Trends in Mathematical Sciences
DOI: -
FAVORITE 0 TOTAL DOWNLOAD COUNT 153

0

153

Articles published in
Cumhuriyet Science Journal
Cumhuriyet Science Journal
Konuralp Journal of Mathematics
Konuralp Journal of Mathematics
New Trends in Mathematical Sciences
New Trends in Mathematical Sciences

Reviews

Fundamentals of Contemporary Mathematical Sciences
Fundamentals of Contemporary Mathematical Sciences
Konuralp Journal of Mathematics
Konuralp Journal of Mathematics

Publications

Companions Of Perturbed Type Inequalities For Higher-Order Differentiable Functions
Authors: Samet Erden
Published: 2019 , Cumhuriyet Science Journal
DOI: 10.17776/csj.577459
CITED 1 FAVORITE 0 TOTAL DOWNLOAD COUNT 719

1

0

719

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