This paper is devoted to the study of optimal solutions of symmetric coneprograms by means of the asymptotic behavior of central paths with respect to a broadclass of barrier functions. This class is, for instance, larger ...

We study optimization problems with interval objective functions. We focus on set-type solution notions defined using the Kulisch-Miranker order between intervals. We obtain bounds for the asymptotic cones of level, colevel ...

We use asymptotic analysis to describe in a more systematic way the behavior at the infinity of functions in the convex and quasiconvex case. Starting from the formulae for the first- and second-order asymptotic function ...