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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]

Iteration is an extensive phenomenon in nature and human life.

迭代是自然界乃至人类生活中的一种普遍现象。

The functional iteration is important research object in the dynamical system.

函数的迭代是拓扑动力系统的重要研究对象。

This paper discusses the application of iteration algorithm in time-frequency representation.

本文讨论了时频分布中的迭代算法的问题。

In VC achieve success Jacobi iterative method, the results of each iteration.

在VC++中实现成功的雅可比迭代法,有每次迭代的结果。

The paper presents an implicit integration algorithm based on Jacobi iteration method, which stably updates the state of n mass points in O time.

本文提出了一种基于Jacobi迭代的隐式积分求解算法来突破这一瓶颈。

This paper proposed an implicit technique based on the Jacobi's iteration method. The theoretical demonstration and analysis show that the proposed method meet both the real-time and the stability requirement well. The new method which can update stably the state of n mass points with the time complexity of O has great advantages over the existing implicit integration methods.

本文提出了一种基於雅可比迭代法的隐式数值积分算法,通过理论证明和分析,该算法稳定地更新n个质点的状态所需时间复杂度为O,较已有的隐式积分算法有了很大的改进。

The solution of the model is discussed and an effective algorithm based on the idea of layered iteration is given.

讨论了该模型的求解方法,并结合分层迭代的思想给出了一个有效的算法,最后借助于计算机技术实现了对模型的仿真计算。

Based on the iteration theories of linear equations, the convergence property of CA-CMAC in incremental learning was analyzed.

然后提出了信任度矩阵和信任度关联矩阵的概念,并根据线性方程组迭代理论,证明了改进算法在增量学习时的收敛性,给出了收敛条件并进行了验证。

Credit matrix and credit correlation matrix were presented. Based on the iteration theories of linear equations, the convergence property of CA-CMAC in incremental learning was analyzed.

然后提出了信任度矩阵和信任度关联矩阵的概念,并根据线性方程组迭代理论,证明了改进算法在增量学习时的收敛性,给出了收敛条件并进行了验证。

Secondly, the Hermitian/Skew-Hermitian splitting iteration is given, which is a new iterative methods for linear systems. Its convergence theorems are obtained.

其次,讨论了最新的Hermitian/Skew-Hermitian splitting迭代理论,给出了迭代公式和收敛性定理。

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从鲍尔点的形成原理出发,分析对称连杆曲线上鲍尔点的产生条件,提出等边机构的对称连杆曲线上有单鲍尔点和双鲍尔点。

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The eˉtiology of hemospermia is complicate,but almost of hemospermia are benign.

血精的原因很,以良性病变为主。