In this study, fractional versions of Milne-type inequalities are investigated for differentiable
convex functions. We present Milne-type inequalities for bounded functions, Lipschitz …

In this paper, we will ameliorate and generalize Ostrowski type inequality for twice
differentiable mappings in various Lebesgue spaces. Some famous inequalities can be …

Some Integral Inequalities for the Quadratic Functions of Bounded Variations and
Application Page 1 Turkish Journal of Analysis and Number Theory, 2022, Vol. 10, No. 1, 1-3 …

In this study, we first obtained a new identity for differentiable convex functions with the help
of new conformable fractional integrals. Then, using this identity, we proved new Milne-type …

INEQUALITIES Page 1 Turkish J. Ineq., 6 (1) (2022), Pages 7 –16 . Turkish Journal of
INEQUALITIES Available online at www.tjinequality.com A NEW VERSION OF INTEGRAL …

A new integral equality for the function whose higher order derivatives are absolutely
continuous are first improved by using the quadratic kernel mapping with five sections. After …

Son yıllarda, kesirli analiz teorisinin gelişim gösterdiği iyi bilinmektedir. Matematiğin pek çok
uygulama alanında kullanılan kesirli integraller ve türevler, reel nesnel ve işlemlerin …

The paper offer Riemann-Liouville fractional integral inequalities for functions whose
higherorder derivatives are convex. We examine how fractional integral inequalities come …

The main purpose of this study is to establish new inequalities including Riemann-Liouville
fractional integrals for various classes of functions with two variables. We first establish two …

Some inequalities involving Riemann-Liouville Fractional integrals for Hölder and Lipschitzian
functions Page 205 (hybrid) International Conference on Nonlinear Science and Complexity …