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iteration相关的网络例句

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与 iteration 相关的网络例句 [注:此内容来源于网络,仅供参考]

If the argument is an iterable, i.e., a sequence, an iterator, or an object that supports iteration, then each element of the iterable must come in pairs.

如果参数是可以迭代的,即,序列,迭代子,或是支持迭代的对象,那每个可迭代的元素必须成对出现。

If the argument is an iterable, i.e., a sequence, an iterator, or an object that supports iteration, then each element of the iterable must come in pairs.

如果参数是可以迭代的,即,一个序列,或是一个迭代子,或是一个支持迭代的对象,那每个可迭代的元素必须成对出现。

If the argument is an iterable, i.e., a sequence, an iterator, or an object that supports iteration, then each element of the iterable must come in pairs.

如果参数是可以迭代的,即,一个序列,或是一个迭代器,或是一个支持迭代的对象,那每个可迭代的元素必须成对出现。

Chapter 8: We discuss the acceleration of multigrid by Krylov subspace approaches, and recognize the reason for slow convergence of algebraic multigrid methods is that error reduction is significantly less efficient for some very specific error components which may cause a few eigenvalues of the algebraic multigrid iteration matrix to be considerably closer to 1 than all the rest. However, the eigenvectors belonging to the few isolated eigenvalues can be expected to be typically captured after only a few conjugate gradient iterations, which accelerate algebraic multigrid algorithms. Theoretical analysis and numerical results of some practical problems show the iterant recombination accelerates algebraic multigrid convergence.

第八章:先介绍用Krylov子空间迭代法加速一般多重网格方法收敛的基本框架,然后紧紧抓住引起代数多重网格方法收敛减慢的根本原因往往是误差减小对几个特别的误差分量不明显,这导致代数多重网格方法的迭代矩阵的几个特征值接近于1,而共轭梯度方法则能比较典型地捕捉属于孤立特征值的特征向量,从而推导出有效的共轭梯度加速算法和程序实现,不仅从一些具体的实际应用例子的数值结果去验证迭代复合加速收敛的效果,而且还从理论上分析了预处理共轭梯度法加速代数多重网格法收敛的机理。

The initial threshold could be chosen by using Otsu algorithm, and in the iteration process, an optimal threshold was determined by maximizing the MI between the original image and the segmented image.The effectiveness of the proposed approach was evaluated by applying it to the microphotographic.

首先利用Otsu算法确定全局阈值作为初值,以互信息量为目标函数,在小范围内计算分割图像与原图像的互信息量,互信息量达到最大时的阈值即为最优值,这是将图像配准方法用于分割的一种创新性尝试。

The existence and uniquene ss of solutions to the problem were obtained by using monotonic iteration method .

通过单调迭代等方法得到问题解的存在性和唯一性,并通过实例予以说明。

Unitary linear regression is done between w~e、 w~ρ、 e~ρ、w_L~w_P. For α_v 、 C_ c between w、ρ、 e、 w_P in eastern China, unitary linear regression is done to silty clay as well as multivariant regression with coefficient iteration method and least-squares procedure are done to all kinds of soil, and the two results are compared. Unitary linear regression and multivariant regression are done to c_q、φ、 c_d、φ_d between e and I_P. Unitary linear regression and multivariant linear regression are done to napierian logarithm of q_u between e 、 I_L、 w_P and w_L, then the equations of regression are checked with other parameters.

对物理指标含水量~孔隙比、含水量~湿密度、孔隙比~湿密度、液限~塑限作了一元线性回归;对华东地区粉质粘土的压缩系数、压缩指数和含水量、湿密度、孔隙比及塑性指数作了一元线性回归;对华东地区所有土类的压缩系数、压缩指数和物理性质参数用系数迭代法和最小二乘法作了多元线性和非线性回归,并对两种方法得到的回归结果作了比较;作了快剪强度指标和固结快剪强度指标关于孔隙比和塑性指数的一元线性回归和多元线性及非线性回归;对无侧限抗压强度的自然对数值和孔隙比、液性指数、液限及塑限作了一元和多元线性回归,并用其它工程的参数对回归方程进行了检验。

In this method a windowing parameter estimation algorithm is applied to obtain the initiative value of iteration for the nonuniformly sampled record.

对周期信号采样序列重建问题,提出了一种基于采用时域布莱克曼窗减少频谱泄漏的自适应迭代重建算法,该算法利用对采样序列加窗的方法,有效地降低采样长度为非整数倍信号周期所产生的频谱泄漏。

The main works by this paper are as followings: In allusion to the concentrically braced frame, we make use of the STS program to design structure, after pushover analyzing with the program of SAP2000, through iteration and finally solve the structural influencing coefficientare, displacement coefficient, ductility coefficient and overstrength coefficient, then analyze the homologous variety regulation.

本文研究的主要内容如下:基于现行抗震设计规范,针对V型中心支撑钢框架,采用STS进行结构设计,借助于Sap2000程序进行Pushover静力推覆,通过迭代法求解了结构的结构影响系数、位移放大系数、超强系数、延性系数,并分析相应的变化规律。

To assure astringency, sometechnologies have been used such as iterative penality function methods,assemblage mass matrix, reduced integration algoritlun, NeWton iteration methodwith parameters for non-linear equation set, introducing relax factors and doublesteps solution and so on, and an algorithIn for solving the nonlinear equation set offlow field by FEM has been presented.

基于有限元法建立了流场求解列式,为保证其收敛性,采用了迭代罚函数法,集中质量矩阵,缩减积分计算,带参数的Newton迭代求解,引入松驰因子及双层解法等技术,提出了一套适合流场有限元方程计算的非线性方程求解方法。

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这一模式非常关注商人的网络信用基础。

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