duality theorem
- duality theorem的基本解释
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[计] 对偶定理
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After that, we discuss the weak duality theorem and the strong duality theorem concerning Benson efficient solutions.
接着讨论了Benson真有效解的强弱对偶性定理。
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Duality theorem and saddle point optimality condition for the multiobjective semidefinite programming are then est...
然后利用鞍点的等价定义,得到多目标半定规划的鞍点最优性条件。
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Furthermore, the proof of correctness of CalcCycleTime is also the proof of the existence of cycle time, the existence of generalized eigenvectors, and the duality theorem.
本论文中给出的CalcCycleTime算法的正确性证明同时是周时存在性、广义特征向量存在性和对偶定理的证明。
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Based on the convex analysis and duality theorem, a kinematic shakedown formulation for 3-D problems is derived.
根据下限定理,通过引入P泛数,并采用应力函数法构造平衡应力场,建立了极限下限分析的有限元数学规划格式。
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Based on the duality theorem of linear programming, the directional derivatives of the objective function can be expressed as a linear programming which is very important in the practical calculation for nonmono tone line search subproblems.
基于线性规划的对偶定理,目标函数的方向导数可以表示成线性规划问题,这在实际计算非单调线搜索子问题时是非常重要的。
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duality theorem:对偶定理
对偶定理( Duality Theorem):加法对偶定理是一变数(A)与0执行逻辑加法(OR)运算,其运算结果都等於原来值(A). 乘法对偶定理是一变数(A)与1执行逻辑乘法(AND)运算,其运算结果都等於原来值(A).
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strong duality theorem:强对偶定理
强度|strength | 强对偶定理|strong duality theorem | 强对偶空间|strong dual space
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Pontryagin duality theorem:庞特里亚金对偶定理
庞特里亚金-范坎彭对偶定理|Pontryagin-van Kampen duality theorem | 庞特里亚金对偶定理|Pontryagin duality theorem | 庞特里亚金积|Pontryagin product
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weak duality theorem:弱对偶定理
弱闭[的]|weakly closed | 弱对偶定理|weak duality theorem | 弱分歧扩张|tamely ramified extension
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fundamental duality theorem:基本对偶定理
fundamental driving force 基本推动力 | fundamental duality theorem 基本对偶定理 | fundamental equation 基本方程式
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