Original scientific paper

Stability and optimality in parametric convex programming models

R. Trujillo-Cortez
S. Zlobec

Abstract

Equivalent conditions for structural stability are given for convex programming models in terms of three point-to-set mappings. These mappings are then used to characterize locally optimal parameters. For Lagrange models and, in particular, LFS models the
characterizations are given relative to general (possibly unstable) perturbations.

Keywords

stable convex model; unstable convex model; optimal parameter; Lagrange multiplier function; LFS function

Hrčak ID:

818

URI

https://hrcak.srce.hr/818

Publication date:

20.12.2001.

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