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- There is also a comprehensive treatment of optimality conditions, Lagrange multiplier theory, and duality theory. 这门课程也包括了对最适化条件,拉格朗日乘数理论,和对偶理论的综合论述。
- Based on the optimality conditions and complementarity conditions for SOCP, a new merit function is defined in the algorithm. 基于二次锥规划的最优性条件和互补条件,定义了一个新的价值函数。
- Further, we establish the duality programming and optimality conditions of the Celis Dennis Tapia trust region problem. 进一步建立了 Celis- Dennis- Tapia的信赖域子问题的对偶形式和最优性条件 .
- The optimality conditions are given and a road identification method based on active set algorithm is proposed. 给出了二次规划问题的最优性条件并提出了一种基于有效集算法的道路识别方法。
- Transferring this problem into a corresponding multiobjective programming, the optimality conditions of minimal perturbation constraints nonlinear programming are given. 利用把问题归为一个相应的多目标规划问题,给出了极小扰动约束有效解的最优性条件。
- We propose a continuation method for solving the Linear Program(LP) by making use of an augmented system of its optimality conditions. 摘要 对线性规划的最优性条件,给出一个扩展系统,设计一个连续化的光滑型算法求解该系统。
- The optimality conditions of saddle points, weakly duality theorem, strong duality theorem and converse duality theorem are obtained under convexity assumptions. 其次,在某种凸性假设下,研究严有效意义下鞍点最优性条件、弱对偶性、强对偶性、逆对偶性。
- Under the optimized conditions, the recoveries of CPs were 85-105%. 在最佳条件下,各物质的回收率均在85-105%25之间。
- The optimal conditions for coupling agent modification were found. 并摸索出偶联剂的最佳改性条件。
- Optimized conditions of regeneration are summarized. 得出了再生的优化条件;
- A class of bilevel quadratic multiobjective programming models is introduced.The definition of solution and the optimality conditions of the solution are given. 本文给出了一类双层多目标规划模型及这类模型解的定义,给出了解的最优性条件。
- The vector extreme problems with the set constraint in the ordered linear topological spaces are studied. The necessary and sufficient optimality conditions are established. 在序线性拓扑空间里研究了含有集约束向量极值问题的最优性条件;并建立了充分性和必要性条件.
- The optimal conditions for the anaerobic digestion are the following. 厌气消化的最佳条件如下。
- Under the optimal conditions, about 45.7% CMP was transformed to CTP. 在最优化条件下,转化率达45.;7%25。
- Under the optimized conditions, the two analytes werewell separated in 5 min. 在优化的条件下,2种物质在5min内得到良好分离。
- Eight acetals(Ketals) were synthesized under the optimal conditions. 在最佳条件下,合成了八个缩醛(酮)化合物。
- Optimized conditions used toluene as the solvent at room temperature. 作为条件;优化使用甲苯溶剂室温.
- The optimal conditions for fructosyltransferase production from Aspergillus sp. 对一株曲霉果糖转移酶菌株的产酶培养条件进行了研究。
- Result:In optimal conditions,the yield of Sec-butylacetate was over 93.8%. 结果:在最佳试验条件下乙酸仲丁酯收率达93.;8%25。
- Based on the reliability metric, a modified Chase algorithm is proposed, and an optimality condition suitable for nonbinary codes is derived. 提出了一种修正的Chase算法;