In this paper, we establish a new auxiliary identity of the Bullen type for twice-differentiable
functions in terms of fractional integral operators. Based on this new identity, some …

NEW GENERALIZED INTEGRAL INEQUALITIES VIA $(h,m)$-CONVEX MODIFIED
FUNCTIONS – тема научной статьи по математике читайте бесплатно текст научно-исследовательской …

On the Hermite-Hadamard type inequalities involving generalized integrals 1. Introduction Page
1 Contributions to Mathematics www.shahindp.com/locate/cm Contrib. Math. 5 (2022) 45–51 DOI …

We firstly study∗ integrability and commutativity for multiplicative fractional integrals with
exponential kernels, proposed by Peng et al.(2022). Secondly, making use of such …

INTEGRAL INEQUALITIES OF SIMPSON TYPE VIA WEIGHTED INTEGRALS – тема
научной статьи по математике читайте бесплатно текст научно-исследовательской …

By means of Caputo k− fractional derivatives, in this work, we obtain new extensions of the
Hermite-Hadamard inequality for modified (h, m)− convex functions of the second type. At …

We obtain several new integral inequalities in terms of fractional integral operators for the
functions whose first derivatives satisfy either the conditions of the Lagrange theorem or the …

Some new results related to generalized Hermite-Hadamard-type inequalities are
established. For obtaining new inequalities, various approaches are utilized, including …

In the work we obtain some Hermite-Hadamard type inequalities for generalized fractional
integrals for convex functions by employing a fractional integral operator, establishing, firstly …

In this work, we introduce and explore the new concept of convexity class, namely
exponential (m1, m2)− convex functions along with some examples. In extension, we …