On the Uniform Duality in Copositive Optimization
本文为共正规划中的线性问题建立了保证统一线性规划对偶性的充要条件，并用不同等价形式表述，基于不动指标概念和作者先前方法。
Abstract In this paper, we establish new necessary and sufficient conditions guaranteeing the uniform LP duality for linear problems of Copositive Programming and formulate these conditions in different equivalent forms. The main results are obtained using the approach developed in previous papers of the authors and based on a concept of immobile indices that permits alternative representations of the set of feasible solutions.