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iterative computation相关的网络例句

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与 iterative computation 相关的网络例句 [注:此内容来源于网络,仅供参考]

Existence, uniqueness and continuous dependence of C〓 solutions for an iterative functional equation related to invariant curves of functional differential equations with piecewise constant arguments are given under weaker conditions than that known results of C〓 solutions.

本章首先讨论了与逐段常时滞泛函微分方程不变曲线有关的一类迭代函数方程的连续解的存在唯一性和连续依赖性,不但弱化了已有结果的C〓光滑性的条件,还讨论了连续解的对称性,并根据对称性将一些结果推进到高维。

In this paper existence of local analytic solutions of a polynomial-like iterative functional equation is studied.

本文讨论一类多项式型迭代函数方程局部解析解的存在性。

It was pointed out that even if for〓,the existence of〓solutions ofthe linear iterative functional equation〓is a difficult and veryinteresting problem.

有关文献指出,当〓时,即使是线性型的迭代函数方程〓的〓解的存在性也是一个困难而很有意思的问题。

In chapter 2, we deal with boundary value problems of the first order functional differentional equation with impluses, some results of the existence are obtained by using the monotone iterative technique and methods of upper and lower solutions.

第二章讨论一阶脉冲泛函微分方程的边值问题,在合适的条件下利用单调迭代法和上下解方法,获得了若干解的存在性结果。

In Chapter 3, existence of quasi-convex, quasi-concave, convex and concave solutions of a linear iterative functional equation are studied.

曾经有人讨论了凸迭代根和凹迭代根的存在性,但对更一般的方程——线性型迭代方程的解的凹凸性尚无结果。

Under some moderate conditions, the prior estimate of the solutions of the system is obtained. Making use of constructing Picard iterative sequence, Doob martingale inequality, Gronwall inequality, Borel-Cantelli lemma and some fundamental inequalities, together with the uniform Lipschitz conditions, the existence and uniqueness of the solution for stochastic functional differential equations with infinite delay is derived on the interval t0,∞.

在适当的条件下,得到了随机泛函微分方程的解的先验估计;再结合一致Lipschitz条件,通过构造Picard迭代序列,利用Doob较不等式、Gronwall不等式、Borel-Cantelli引理及一些基本不等式,得到该方程的解在区间[t0,∞]上是存在且唯一的。

A gamma distribution and iterative random dichotomy based model is set up.

建立了一个基于gamma分布和多重随机二分法的网络流量仿真模型。

The application of traditional H∞ control theory in power systems demands to optimize Gamma iterative problem.

指出传统的H∞控制理论在电力系统中的应用需要计算Gamma迭代的优化问题。

Using the three most commonly used fast algorithm: nonlinear iterative method, Gauss elimination and a new method of solution of linear equations!

详细说明:采用三种最常用的快速算法:非线性迭代法,高斯消元法和一中全新的解法解线性方程组!

It solves the grid equations with domain decomposing multigrid parallel method and precondithoners as elimination method.From the discussion of the iterative property of Gauss elimination method,it can improve the parallel efficiency by overcoming the obstacle in the information passing.

对网格方程组作多重网格区域分裂并行计算,以消去法为预条件,讨论了Gauss消去法的迭代性质,指出该迭代法有效改善通常迭代在子域信息传递过程中的障碍性问题,提高多重网格区域分裂并行计算效率。

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老师很喜欢这个嘴甜的小姑娘。

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