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无界域上二次规划存在最优解的条件及判别方法 被引量:3

Conditions for the Existance of an Optimal Solution for Quadratic Progamming Over Unbound Domain and Its Distinguishing Method
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摘要 本文给出了无界域上二次规划存在最优解的充分必要条件及判别方法,并通过解一些线性规划来判别是否存在最优解。 In this paper, the necessary and sufficient conditions for the existence of an optimal solution for quadratic programming over unbound domain and its distinguishing method are presented. The existence is distinguished by solving some linear programmings.
出处 《沈阳航空工业学院学报》 1996年第3期31-34,共4页 Journal of Shenyang Institute of Aeronautical Engineering
关键词 二次规划 最优解 线性规划 非线性规划 quadratic programming,optimal solution recession cone,linear programming
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同被引文献2

  • 1Rossen J B. Global minimization of a linearly constrained concave function by feasible domain[J]. Math. Oper. Res, 1983, (8):215-230.
  • 2Rossen J B and Pardolos P M. Global minimization of large-scale constrained concave quadratic problems by separable programming[J], Math. Progr, 1986, (34), 163-174.

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