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The result shows that the method is effective in improving the computational convergence and overcoming the premature of simple genetic algorithm in some degree.

结果表明,自适应遗传算法在保持简单遗传算法优点的同时,有效地提高了算法的收敛性,并在一定程度上克服了简单遗传算法的早熟问题。

In order to make available for alternative Aiming bidding curves,improve the speed,precision and convergence, an effective method for generation scheduling is proposed based on an improved dynamic programming- local redefined dynamic programming .

为有效解决各种类型报价曲线的负荷经济分配,并考虑到计算速度、精度及收敛性等问题,采用了一种改进的动态规划法——局部加密动态规划法,并采取了限制机组组合状态的措施。

This article introduced Newton iteration method's related concept, Newton iteration method's correlation theorem, as well as when solves the misalignment equation root the theory basis, the astringent analysis, the starting value selection rule and so on.

本文介绍了牛顿迭代法的相关概念,牛顿迭代法的相关定理,以及在求解非线性方程根时的理论依据,收敛性分析,初始值的选取规则等。

For the American put option and binary option which do not have analytical solution, we propose algorithms based on explicit scheme and implicit difference scheme and then

对不存在解析解的美式看跌期权和两值期权分别给出了显式、隐式差分算法,并对格式的相容性、稳定性、收敛性进行了分析。数值实验结果表明这种方法是有效而实用的。

By using the method for positive term resolution of equations of higher degree, all non-zero real roots of a real coefficient equation of higher degreewere obtained by determiningthe abscissas of intersection points of two monotonically increasing concave functions in the first quadrant of a planar rectangular coordinate system.

用高次方程正项分解方法,将求解实系数高次方程非零实数根的问题,转化成求解两单调上升凹函数在平面直角系第一象限内交点横坐标的等价问题;给出了基于共享存储多指令流多数据流并行计算模型求解任意实系数高次方程全部实数根的大范围收敛性异步并行迭代算法,并分析了算法计算的复杂程度。

Using a new measure function to express the sparse prior information of SAR image, a regularized model is established. The model is solved by the fixed point iteration method and proved to be convergent.

本文采用一种新的度量函数表示SAR图像的稀疏先验,建立正则化模型,证明了不动点迭代求解的收敛性。

In Chapter 3, we study the semilocal convergence for the method appeared in Chapter 2 under Lipschitz continuous condition of the second Frechet derivative, and get the corresponding error estimation by majoriz-ing function technique. And also, an application of the theorem to a non- linear equation is given.

在第三章中,研究了复合型Newton-Steffensen迭代方法在算子的二阶导数满足Lipschitz连续条件时的半局部收敛性,并利用优函数技巧得到了其在该条件下的误差估计,最后给出了这个定理的一个应用。

Writing their own genetic algorithms, the effect of good experimental proof of a good algorithm.

详细说明:自己写的遗传算法,效果很好的,实验证明算法的收敛性很好。

In this dissertation, the global convergence of above—mentioned four methods are given respectively.

文中给出以上四种方法的全局收敛性分析,并以较满意的数值结果说明这类算法的有效性。

According to the simulation testing and the comparision with several algorithm was verified and the global convergence property of the algorithm was proved.

通过仿真算法及与几种算法的比较结果验证了算法的有效性,证明了算法的全局收敛性。

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This one mode pays close attention to network credence foundation of the businessman very much.

这一模式非常关注商人的网络信用基础。

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