A note on Simpson $3/8$ rule for function whose modulus of first derivatives are $s$-convex function with application

A ,  slan Muni ,  Hasan Ka 외 4명

한국수학논문집

2024 .09

Unified integral operator inequalities via convex composition of two functions

Lakshmi Na ,  ayan Mish ,  a 외 4명

한국수학논문집

2021 .01

Certain fractional integral inequalities associated with pathway fractional integral operators

P ,  aveen Aga ,  wal 외 1명

대한수학회보

2016 .01

On new inequalities of Simpson's type for generalized convex functions

Mehmet Zeki Sa ,  ıkaya ,  Huseyin Budak 외 2명

한국수학논문집

2019 .01

Fractional integral inequalities for harmonic geometrically h-convex functions

Muhammad Aslam Noo ,  Khalida Inayat Noo ,  SABAH IFTIKHAR

Advanced Studies in Contemporary Mathematics

2016 .01

NEW FRACTIONAL INTEGRAL INEQUALITIES OF TYPE OSTROWSKI THROUGH GENERALIZED CONVEX FUNCTION

HUSSAIN ,  SABIR ,  QAISAR 외 1명

Journal of applied mathematics & informatics

2018 .01

THE (k, s)-FRACTIONAL CALCULUS OF CLASS OF A FUNCTION

Rahman ,  G. ,  Ghaffa 외 5명

호남수학학술지

2018 .01

SOME NEW HERMITE-HADAMARD TYPE INEQUALITIES VIA CONFORMABLE FRACTIONAL INTEGRALS CONCERNING TWICE DIFFERENTIABLE GENERALIZED RELATIVE SEMI-(r;m,p,q,h1,h2)-PREINVEX MAPPINGS

A ,  tion Kashu ,  i 외 4명

Nonlinear Functional Analysis and Applications

2018 .05

Fractional-Order Derivatives and Integrals: Introductory Overview and Recent Developments

Ha ,  i Mohan S ,  ivastava

Kyungpook Mathematical Journal

2020 .01

On Some Fractional Quadratic Integral Inequalities

Hind H. G. Hashem ,  Ahmed M. A. El-Sayed

Kyungpook Mathematical Journal

2020 .01

RESULTS ON THE HADAMARD-SIMPSON'S INEQUALITIES

As ,  aa Abd Jaleel Husien

Nonlinear Functional Analysis and Applications

2024 .03

Reverse Inequalities through k-weighted Fractional Operators with Two Parameters

Bouha ,  ket Benaissa ,  Nou 외 1명

Kyungpook Mathematical Journal

2024 .03

Certain generalized Ostrowski type inequalities for local fractional integrals

최준상 ,  E ,  han Set 외 2명

대한수학회논문집

2017 .07

Simpson's and Newton's type quantum integral inequalities for preinvex functions

Muhammad Aami ,  Ali ,  Mujahid Abbas 외 4명

한국수학논문집

2021 .01

WEIGHTED FRACTIONAL INEQUALITIES USING MARICHEV-SAIGO-MAEDA FRACTIONAL INTEGRAL OPERATOR

ASHA B. NALE ,  SATISH K. PANCHAL ,  VAIJANATH L. CHINCHANE

JOURNAL OF THE KOREAN SOCIETY FOR INDUSTRIAL AND APPLIED MATHEMATICS

2021 .06

A study on Milne-type inequalities for a specific fractional integral operator with applications

A ,  slan Muni ,  Athe 외 5명

한국수학논문집

2024 .06

On Opial-type inequalities via a new generalized integral operator

Ghulam Fa ,  id ,  Yasi 외 1명

한국수학논문집

2021 .01

Extended generalized Mittag-Leffler function applied on fractional integral inequalities

Maja And ,  ic ,  Ghulam Fa 외 4명

대한수학회논문집

2020 .01

On fractional n-Absorbing ideals of integral domains

H. F. Moghimi ,  S. R. Naghani

Proceedings of the Jangjeon Mathematical Society

2020 .01

Hermite-Hadamard type inequality for $r_{1}$-convex function and $r_{2}$-convex function using Sugeno integrals

Deepak B. Pachpatte ,  Kavita U. Shinde

ANNALS OF FUZZY MATHEMATICS AND INFORMATICS

2017 .12