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迭代法     
相关语句
  iterative method
     An Iterative Method for Solving the Consistent Set of Matrix Equations A_1XB_1=D_1,A_2XB_2=D_2
     求解相容的矩阵方程组A_1 XB_1=D1,A_2XB_2=D_2的一种迭代法
短句来源
     This paper establishes an iterative method for solving the consistent set of matrix equations A 1XB 1=D 1,A 2XB 2=D 2.
     给出了求解矩阵方程组A1XB1=D1,A2 XB2 =D2 的迭代法 .
短句来源
     Iterative Method for Solving the Set of Matrix Equations AX=C,XB=D
     求解矩阵方程组AX=C,XB=D的迭代法
短句来源
     Further Study on (I+S_(max)) Preconditioning Gauss-Seidel Iterative Method
     (I+S_(max))预条件Gauss-Seidel迭代法进一步探索
短句来源
     Study on M.J.D.Brand and G.A.Rechnitz's Iterative Method of Double Standard Method in ISE Analysis
     关于M.J.D.Brand和G.A.Rechnitz离子选择电极标准加入迭代法的研究
短句来源
更多       
  iteration method
     A TWO-VARIABLE ITERATION METHOD FOR THEDETERMINATION OF CHEMICAL EQUILIBRIUMCOMPOSITION OF C_nH_mO_LN_k-AIR SYSTEM
     求解C_nH_mO_lN_k-空气系统化学平衡成分的双变量迭代法
短句来源
     The Iteration Method between S_1 and S_2 Relative Stream Surfaces and It's Application in the Optimum Design for Steam Turbine
     S_1/S_2相对流面迭代法及其在汽轮机改型中的应用
短句来源
     By the use of iteration method to solve Schrodinger-Poisson equations when AlGaN barrier layer doped about 1×1018cm-3, the max sheet density of 2DEG is 1×1012cm-2 and the thickness of 2DEG is increasing from 15nm to 40nm with barrier’s thickness increasing.
     采用迭代法求解Schrodinger-Poisson方程,当AlGaN势垒层掺杂浓度为1×1018cm-3时,二维电子气浓度最高可达1×1012cm-2,并且二维电子气薄层厚度随着势垒层厚度的增加从15nm增加到40nm。
短句来源
     Given Cww≈1 and Coo≈1,the water and the oil component functions can be simplified through substituting Cww=1 and Coo=1.The implicit difference schemes of this simplified model are presented and solved by using Gauss-Seidel iteration method.
     考虑到Cww≈1,Coo≈1,故令Cww=1,Coo=1,可将水组分和油组分方程简化。 给出了该简化模型的隐式差分格式,并用高斯-塞德尔迭代法进行了求解。
短句来源
     J)X+φ, this paper presents an optimum one -parameter iteration method with L-convergence (L-OOPI) and a multi-parameter iteration direct method with L-convergence (L-MPID), and numerical experiments are also given, which show that the two iteration methods are efficient for the strong stiff block systems.
     J)X+φ,本文提出了L-收敛的最佳单参数迭代法(L-OOPI)和L-收敛的多参数迭代直接法(L-MPID),并给出了数值例子.数例表明,对于强刚性块线代数方程组,该二迭代法是有效的.
短句来源
更多       
  iteration
     BLOCK SUBSPACE ITERATION FOR GENERALIZED EIGENPROBLEM AND ITS APPLICATION TO FINITE ELEMENT CALCULATIONS OF VIBRATION
     广义特征值问题的分块子空间迭代法及其在有限元振动计算中的应用
短句来源
     AN IMPROVED KRAWCZYK-MOORE INTERVAL ITERATION METHOD
     改进Krawczyk-Moore区间迭代法
短句来源
     ON THE PEAK SPREADING CORRECTION IN GPC Ⅱ. AN EFFECTIVE METHOD OF ITERATION FOR SOLVING TUNG'S EQUATION
     凝胶渗透色谱法峰加宽改正问题——Ⅱ.一种有效的解Tung方程的迭代法
短句来源
     On the Determination of Convergence of Jacobi's and Gauss-Seidel's Iteration Methods
     Jacobi和Gauss-Seidel迭代法收敛性的判定
短句来源
     ITERATION METHOD TO CONSTRUCT FIXED POINT OF NONLINEAR MAPPINGS
     构造非线性映射不动点的迭代法
短句来源
更多       
  iteration methods
     Improving Convergence Criteria of Jacobi and Gauss-Seidel Iteration Methods
     Jacobi、Gauss-Seidel迭代法收敛准则的改进
短句来源
     The new discriminating criteria of convergence for Jacobi and Gauss-Seidel iteration methods and also for convergence of obtiained.
     给出了Jacobi和Gauss—Seidel迭代法收敛的新的判定准则.同时给出了块Jacobi和Gauss—Seidel迭代法收敛的新的判定准则.
短句来源
     J)X+φ, this paper presents an optimum one -parameter iteration method with L-convergence (L-OOPI) and a multi-parameter iteration direct method with L-convergence (L-MPID), and numerical experiments are also given, which show that the two iteration methods are efficient for the strong stiff block systems.
     J)X+φ,本文提出了L-收敛的最佳单参数迭代法(L-OOPI)和L-收敛的多参数迭代直接法(L-MPID),并给出了数值例子.数例表明,对于强刚性块线代数方程组,该二迭代法是有效的.
短句来源
     Convergence Criteria of Jacobi, Gauss-Seidel,and SOR Iteration Methods in Weak Diagonally Dominant Matrix
     弱对角占优矩阵的Jacobi和Gauss-Seidel及SOR迭代法收敛准则
短句来源
     On the Determination of Convergence of Jacobi's and Gauss-Seidel's Iteration Methods
     Jacobi和Gauss-Seidel迭代法收敛性的判定
短句来源
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  iterative method
This iterative method is based on the solution of nonlinear equations which is obtained by the multipliers and the smoothing Fisher-Burmeister function for the KKT first-order optimality conditions.
      
The network equations are built up by combining fault superimposed networks (FSIN) with the boundary conditions of FSIQ at the fault point and are solved with the Newton iterative method.
      
Then, an iterative method is introduced to reduce the influence of shadowing, and the location estimation based on the received signal strength will be improved.
      
In the present paper, the problem is solved by the Kantorovich- Newton iterative method [3], which makes it possible to reduce the nonlinear problem to a succession of linear problems solvable by the method of finite differences.
      
With an iterative method and the sweep method used in combination, a narrow parameter range is found in which the iterative process exhibits deterministic chaos.
      
更多          
  iteration method
In this paper we study a class of degenerate nonlinear elliptic systems with homogeneous dirichlet boundary conditions by the monotone iteration method.
      
A splitting iteration method is proposed to compute symmetry-breaking Takens-Bogdanov points.
      
Numerical computation shows the effectiveness of splitting iteration method.
      
Using the iteration method and the comparison theorem, the existence and its asymptotic behavior of solution for the problem are studied.
      
It identifies the target's location by the mean-shift iteration method and arrives at the target's scale by using image feature recognition.
      
更多          
  iteration
The term "multiscale" indicates that the construction of H(m) is achieved in different scales by an iteration process, determined through the prime integer factorization of m and by repetitive dilation and translation operations on matrices.
      
The iterations start with the window g while the iteration steps comprise the window g, the k-th iterand γk, the frame operators S and Sk corresponding to (g, a, b) and (γk, a, b), respectively, and a number of scalars.
      
The structure of the iteration step of the method is determined by the envisaged convergence order m of the method.
      
We consider two strategies for scaling the terms in the iteration step: Norm scaling, where in each step the windows are normalized, and initial scaling where we only scale in the very beginning.
      
The MCA algorithm consists of an iterative alternating projection and thresholding scheme, using a successively decreasing threshold towards zero with each iteration.
      
更多          
  iteration methods
Some geometrical iteration methods for nonlinear equations
      
This paper describes geometrical essentials of some iteration methods (e.g.
      
Iteration Methods for Calculating Physicochemical Properties of Molecular Inorganic Compounds
      
Iteration methods for solving a two dimensional inverse problem for a hyperbolic equation
      
Moreover, a precondition method is postulated and implemented in the fast solution of the transformed moment matrix equation with iteration methods.
      
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