New Jensen and Hermite–Hadamard type inequalities for h-convex interval-valued functions |
Journal of Inequalities and Applications Skip to main content Springer Nature Link Account …

The theory of optimal control plays an important role to solve several real-life problems.
However, it is often seen that uncertainty is a major challenge in formulating the appropriate …

In this paper, we introduce a novel family of multivariate fuzzy neural network interpolation
operators activated by sigmoidal functions belonging to the new class of multivariate …

In this paper, a generalized interval vector space is investigated and defined as an ordered
relation in the form of a bijective linear transformation of its onto a real vector space. The …

This paper focuses on a nonsmooth nonconvex interval-valued optimization problem. For
this, we propose interval-valued symmetric invexity, interval-valued symmetric pseudo …

We introduce the interval Darboux delta integral (shortly, the ID\,\varDelta ID Δ-integral) and
the interval Riemann delta integral (shortly, the IR\varDelta Δ-integral) for interval-valued …

Interval analysis distinguishes between inclusion relation and order relation. Under the
inclusion relation, convexity and nonconvexity contribute to different kinds of inequalities …

Fractional Hermite–Hadamard type inequalities for interval-valued functions | Journal of
Inequalities and Applications Skip to main content SpringerLink Account Menu Find a journal …

In this article, the concepts of gH-subgradient and gH-subdifferential of interval-valued
functions are illustrated. Several important characteristics of the gH-subdifferential of a …

In the present study, we will introduce the definition of interval (h1, h2) nonconvex function.
We will investigate some properties of interval (h1, h2) nonconvex function. Moreover, we …