Characterizations of interiors of feasible and infeasible data instances and feasibility for conic linear programming

Characterizations of interiors of feasible and infeasible data instances and feasibility for conic linear programming

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Article ID: iaor20104904
Volume: 4
Issue: 3
Start Page Number: 439
End Page Number: 447
Publication Date: Aug 2010
Journal: Optimization Letters
Authors:
Keywords: Programming (cone)
Abstract:

In this paper, we present simple proofs for the main results that appear in Nunez (2002) using a lemma in Freund and Vera (1999) for conic linear programming. Connections between interiors and boundaries of feasible and infeasible data instances and weak and strong feasibilities of a conic linear programming primal-dual pair are made.

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