ULAM STABILITY OF ORDINARY DIFFERENTIAL EQUATIONS 1. Introduction The basic
statements of data dependence in the theory of ordin Page 1 STUDIA UNIV. “BABES–BOLYAI” …

In the article, we establish the left Riemann–Liouville fractional Hermite–Hadamard type
inequalities and the generalized Hermite–Hadamard type inequalities by using Green's …

Our scientific collaboration began about 35 years ago, when both of us had just finished our
Ph. D. Theses. The first article which we submitted together dealt with a certain type of …

In this chapter we survey some results and problems in Ulam stability of fixed point
equations, coincidence point equations, operatorial inclusions, integral equations, ordinary …

The purpose of this work is to present the right Riemann–Liouville fractional integral version
of Hermite–Hadamard inequality via a relatively new method through the Green's function …

Ulam-Hyers stability for partial differential inclusions Page 1 Electronic Journal of Qualitative
Theory of Differential Equations 2012, No. 21, 1-19; http://www.math.u-szeged.hu/ejqtde …

Abstract Let (E,+, ℝ,≤,→) be an ordered linear L-space, E _+:={e ∈ E\vert\e ≧ 0\},(X, d) and
(Y, ρ) be two generalized metric spaces with d (x, y), ρ (x, y)∈ E+, and f, g: X→ Y be two …

Scalarization in vector optimization is often closely connected to the minimization of
Gerstewitz functionals. In this paper, the minimizer sets of Gerstewitz functionals are …

In this paper, vector optimization problems with arbitrary domination sets are studied.
Scalarization results for efficient and weakly efficient elements of these problems are proved …

SOME INEQUALITIES FOR CONVEX AND 3-CONVEX FUNCTIONS WITH APPLICATIONS 1.
Introduction In [1], G. Bennett presented some conseque Page 1 Kragujevac Journal of …