We devote this paper to study a class of interval valued multiobjective programming
problems. For this we consider two order relations LU and LS on the set of all closed …

In this paper, a Newton method is proposed to obtain efficient solutions for the optimization
problems with interval-valued objective functions. In the concept of efficient solution of the …

The mathematical modeling of cybersecurity decision-making heavily relies on cybersecurity
metrics. However, achieving precision in these metrics is notoriously challenging, and their …

In this paper a non-smooth optimization problem is studied in an uncertain environment. The
objective function of this problem is interval valued function. We introduce the class of …

In the present paper, we focus our study on an interval-valued variational problem and
derive sufficient optimality conditions by using the notion of invexity. In order to relate the …

We present a comprehensive study on Hermite–Hadamard-type inequalities for interval-
valued functions that are ħ-preinvex, using the Riemann–Liouville fractional integral. Our …

In this paper, a new concept of generalized-affineness type of functions is introduced. This
class of functions is more general than some of the corresponding ones discussed in …

This paper is devoted to the applications of convexifactors on interval-valued programming
problem. Based on the concept of LU optimal solution, sufficient optimality conditions are …

In this paper, some interval valued programming problems are discussed. The solution
concepts are adopted fromWu [7] and Chalco-Cano et al.[34]. By considering generalized …

In present study, an interval optimization problem is addressed in which both objective and
constraint functions are non-differentiable. The existence of the solution for this problem is …