iterative problem
英 [ˈɪtərətɪv ˈprɒbləm]
美 [ˈɪtəˌreɪtɪv ˈprɑːbləm]
网络 重复的算题
双语例句
- Iterative approximation problem of fixed points for Asymptotically Nonexpansive nonself-maps
渐近非扩张的非自映象不动点的迭代逼近问题非扩张映象不动点和变分不等式解的迭代逼近 - Relaxed Parallel Multi-splitting Iterative Algorithm for the Nonlinear Complementarity Problem
非线性互补问题的并行多分裂松弛迭代算法 - Studying the ishikawa iterative approximation problem with errors for fixed points of asymptotically nonexpansive and asymptotically pseudo-contraction mapping in Banach spaces. The results in this paper improve and extend the corresponding results in the literatures of ( 1,2,3,4).
研究了Banach空间中渐近非扩展映象和渐近伪压缩映象不动点的带误差的Ishikawa迭代逼近问题，结果不但推广和改进了文献〔1,2,3,4〕中相应的结果，而且也改进了定理的证明方法。 - The article presents the direct iterative algorithm for this problem and provides numerical results.
文章给出了求解这类隐式互补问题的直接迭代法，并给出了数值结果。 - Iterative methods for linear complementary problem
关于线性互补问题的迭代算法 - The optimization procedure requires linear iterative equation solving stopband attenuation problem with small iterative error. The properties of stopband are superior to other conventional design method. The advantages of this method are its rapid convergence and excellent linearity.
利用线性迭代方程的方法来解决阻带的优化问题，迭代误差小，迭代收敛快，线性度好，阻带衰耗特性也明显优于其它传统的设计方法。 - Three-step Iterative Approximation Problem of Fixed Point for Strongly Pseudo-contractive Mapping in Banach Space
Banach空间中的强伪压缩映像不动点的三重迭代法 - In this paper, we studed Ishikawa iterative approximation problem of fixed points for multi-valued Φ-pseudo contractive type mapping in arbitrary Banach spaces.
在任意Banach空间中，研究了多值Φ-伪压缩型映象不动点的Ishikawa迭代逼近问题。 - A special type of iterative learning control ( ILC) problem is considered, which deals with the point-to-point control of robots. Fuzzy control design method is introduced to solving the special iterative learning control problem.
考虑了一类特殊的迭代学习控制问题，即用迭代学习方法解决机器人的点位控制问题。 - Ishikawa and Mann iterative approximation problem of solutions for multi-valued-strongly accretive operator equation in the uniformly smooth Banach space was studied.
在一致光滑的实Banach空间中，研究多值Φ-强增生算子方程解的Ishikawa和Mann迭代逼近问题。 - On an Iterative Method for Solving Inverse Problem of 1-D Linear Diffusion Equation
解决一维线性扩散方程逆问题的一种迭代方法 - Iterative Algorithm to the Quadratic Minimization Problem
二次型极小化问题的迭代算法 - Iterative Algorithm for Solving Bend Problem of 2-Way Rib-Beam Floor Frame under Mixed Model Loading
复合荷载作用下的双向板肋梁楼盖弯曲问题的迭代算法 - An iterative algorithm for solving linear complementary problem
求解线性互补问题的一种迭代算法 - Approximation of the non-conforming finite element of free boundary problems and the iterative solution of the discrete problem
自由边界问题的非协调有限元逼近及其离散问题迭代解 - Iterative Solutions for Dirichlet Problem of Elliptic Equations in a Banach Space
Banach空间中椭圆方程Dirichlet问题的迭代解 - On the numerical iterative method for solving Dirichlet problem involving elliptic equations arising in meteorology
气象问题中椭圆型狄氏边值问题数值解的迭代法 - A numerical iterative method for the inverse problem of 2-D wave equation
二维波动方程数值反演的选代方法 - So, iterative method concerns the problem of convergence and error bound. The thesis deals mainly with the convergence and error bound of the preconditioned simultaneous displacement method ( PSD method).
因此，凡是迭代解法都有收敛性与误差估计的问题，本文主要讨论预条件同时置换（PSD）迭代解法的收敛性与误差估计。 - This paper presents a SVD-ICP method based on contour feature, which combines the analytical optimization and iterative search to solve the problem of image contour points matching.
提出一种基于轮廓特征的迭代最近点（SVD-ICP）的配准方法。这种方法是将最优化解析方法与迭代搜索相结合来解决图像轮廓点匹配问题的，适用于不同模态医学图像之间的配准。 - Then the compensation gains are designed to further improve the closed-loop system performance and the gain design is formulated and solved as an iterative optimization problem with LMI constraints.
并且以抗饱和补偿增益作为未知量进行设计，通过求解一个迭代LMI算法，使得闭环系统的性能最大化。 - When the iterative method is applied to solve the Cauchy problem of the n-dimensional nonlinear wave equation, every iterative step is a Cauchy problem of corresponding the linear wave equation.
在n维非线性波动方程Cauchy问题的迭代解法中，每一个迭代步骤都需要求解一个相应的n维线性波动方程的Cauchy问题。 - For the options unknown address of the logistics park location model, the paper uses iterative algorithm to solve the problem. It compiles the C++ program to achieve the algorithm, and uses examples to demonstrate the feasibility of the algorithm.
对于未知备选地址的物流园区选址模型，本文利用重心迭代算法进行求解，编写了C++程序实现了该算法，并通过实例验证了算法的可行性。 - Moreover, the inverse problem iterative solving process often requires iterative calculation of electromagnetic scattering-the direct problem middle data.
而且，在逆问题的迭代求解过程中常常需要迭代电磁散射计算一正问题的中间数据。 - In order to overcome this problem, we used iterative algorithm to solve the problem for large matrix. But this method would appear the edge effect.
为了克服这个问题，我们采用迭代算法来解决大型矩阵的问题，但这种方法会出现边缘效应，因此，采用了边缘延拓的方法对参数进行优化以减小边缘效应。 - For solving the inverse problem, the solution of the direct problem at local level obtained by a driver subroutine was embedded in the iterative solution procedure for the inverse problem proposed in this paper.
为了求解这个反问题，局部水平上求解损伤弹塑性正问题的子程序被嵌入到本文的反问题的迭代格式之中。 - We propose a set-cover based iterative algorithm for this problem which is to place minimum number of relay nodes for the reliability of two typical networks: single-tiered network and two-tiered network.
本文提出了一种基于集合覆盖的迭代算法，并且分别研究了单层无线传感网络和两层无线传感网络下的可靠中继节点配置问题。 - For a class of nonlinear time-varying repetitive systems with time delay 、 initial deviation 、 output error and condition disturbances, in arbitrary initial condition, the PD type closed-loop iterative learning tracking control problem which satisfies the global Lipschitz conditions is investigated.
针对一类存在初始偏差、输出误差和状态扰动的时滞非线性时变重复系统，在任意初值条件下，研究了系统满足全局Lipschitz条件下的PD型闭环迭代学习跟踪控制问题。 - For the iterative problem during solving the problems by MoM, in this thesis the multi-resolution pre-processing technology is introduced, which improves the calculation efficiency in the same accuracy.
针对矩量法在求解过程中的迭代问题，本文引入多分辨预处理技术，使混合方法在满足精度不变的前提下提高了计算效率。 - While, NG iterative algorithm has a sensitive problem to the initial values so that LR/ NG algorithm is proposed which can avoid local convergence problems effectively.
针对NG迭代算法对初值的敏感性问题，提出了LR/NG算法，有效避免了局部收敛的问题。