In this paper, a nonconvex vector optimization problem with both inequality and equality
constraints is considered. The functions constituting it are not necessarily differentiable, but …

In this paper we introduce a new definition of an E-differentiable convex function, which
transforms a non-differentiable function to a differentiable function under an operator E: R …

As a generalization of geodesic function, in the present paper, we introduce the notion of
geodesic $\varphi $-convex function and deduce some basic properties of $\varphi $-convex …

The concepts of strongly E-invex sets, strongly E-invex, strongly E-preinvex, and strongly
pseudo E-preinvex functions are introduced in this paper. We have included several non …

The authors define a class of functions on Riemannian manifolds, which are called geodesic
semilocal E-preinvex functions, as a generalization of geodesic semilocal E-convex and …

In this article, we introduce the quasi strongly E-convex function and pseudo strongly E-
convex function on strongly E-convex set which generalizes strongly E-convex function …

In the present paper, the notion of geodesic E-preinvex function and geodesic semi E-
preinvex function are introduced on Riemannian manifold. Moreover, several properties …

On geodesic semi strongly E-convex functions Page 1 © On geodesic semi strongly E-convex
functions Adem Kiliçman Wedad Saleh * Department of Mathematics Putra University of …

As a generalization of a geodesic function, this paper introduces the notion of the geodesic
φ E-convex function. Some properties of the φ E-convex function and geodesic φ E-convex …

Strong geodesic convex function and strong monotone vector field of order m on
Riemannian manifolds are established. A characterization of strong geodesic convex …