simplex algorithm meaning in English
单纯型算法
单纯形法
单纯形方法
单纯形算法
单形算法
Examples
- To the inequality constrained least squares adjustment problem , this paper converts many inequality constraints into one equality constraint by using aggregate function of non - linear programming ; a basic augmented lagrangean algorithm can obtain the solutions for equality constrained non - linear programming problem and the solutions are identical to those obtained by the bayesian method and / or simplex algorithm
摘要对不等式约束最小二乘平差问题，借助非线性规划中的凝聚约束方法把多个不等式约束转化为一个等式约束，采用拉格朗日极值法求解，解与贝叶斯解或单纯形解一致。 - So a lot of researchers have attached importance to optimization computing , and put forward all kinds of algotithms for optimization problems , for instance : simplex algorithm , dynamic programming algorithm , branch - bound algorithm , etc . but these algorithms are all disadvantage and can not be applied to complex nonlinear optimization problems
为了解决各种优化计算问题，人们提出了各种各样的优化计算方法，如单纯形法、梯度法、动态规划法、分枝剪界法。这些优化算法各有各的长处，各有各的适用范围，也有各自的限制。 - Biology , etc . owing to many merits has not yet been used to measure parameters of gratings . the paper researches on the subject in view of current lack of it . the main tasks of the paper include : analyzing ellipsometric characteristics of gratings in detail with vector diffraction theory and ellipsometrics ; devising a reflective quarter wave plate at normal incidence according to some ellipsometric characteristics ; making use of normal simplex algorithm during ellipsometric inversion of gratings parameters , inversing ellipsometric parameters with gaussian noise of different standard deviations to simulate actually measured values with examples of isotropic metallic and anisotropic step gratings and testing that ellipsometry about gratings parameters is feasible with the range of certain precision ; discussing choice of incidence angle at length
本论文的主要工作包括：结合光栅的矢量衍射理论和薄膜的椭偏理论，详细分析了光栅的椭偏特性；并且根据一些椭偏特性设计出一款正入射反射型单波长1 4波片；在光栅参数的椭偏反演中，引入正单纯形法作为反演算法，分别以各向同性的正弦形金属光栅和各向异性的阶梯型光栅为例，在标准椭偏值的基础上加入不同偏差的高斯噪声来模拟实际的椭偏测量值进行反演，在一定精度范围内得出满意的光栅参数，说明光栅参数的椭偏测量是可行的；还就入射角的选取问题进行了一定的探讨。 - In , we obtain the optimality conditions for quadratic programming ? linear complementarity problem by kuhn - tucker theorem . in , first a pivoting method for linear complementarity problem can be proposed by its feature and the simplex algorithm for linear programming . second we give copositive - plus matrix and invest the finite convergence analysis
在3中，我们考虑到线性互补问题的特点，结合线性规划方法，把线性规划的单纯形法加以适当修改，提出了求解线性互补问题的转轴方法，接着引入协调正加矩阵的概念，研究了转轴算法的有限收敛性。