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A modified mutation operator in BCA, Contiguous Region Hypermutation Operator, was introduced; a Markov chain model of the BCA was proposed; a novel method for the construction of transition matrices for the BCA was given. Consequently, it was proved that the BCA was convergent absolutely.

给出了在BCA中使用的一种变异算子-连续区域超体变异算子和BCA的Markov链模型,提出了一个新的构造算法的状态跃迁矩阵的方法,证明了BCA的绝对收敛性。

The numerical ex-periment has shown that the number of iterations depends significantly on the positiveparameterα,β. But, in general, it is di?cult to choose a proper parameterα,β. Thuswe propose new self-adaptive alternating direction method which adjusts the scale pa-rameter automatically per iteration based on the message of the iterates. We have provedthe convergence of the method under mild assumptions.Finally, we present some numerical results.

对于我们提出的新交替方向法,数值实验表明,迭代的步数与时间与所取的参数α,β有关,然而我们很难去选择一个合适的参数α,β,因此我们提出新自适应交替方向法,对其中的参数α,β进行自适应调整,这种自适应算法根据每步迭代信息自动地调整参数α,β,并证明了算法的收敛性。

That Babette's infidelity was rooted in an uncontrollable fear of dying is especially important, since it signals the convergence of Jack's fear of dying and his fear of plots.

这芭贝特不忠是植根于一种无法控制的恐惧死亡是特别重要,因为它信号的收敛性杰克的恐惧的死亡和他的恐惧阴谋。

We prove the L~1-stability of weak solutions for arbitrarily large data on multi-dimensional bounded or periodic domain or whole space.

作为研究的出发点,在第三章里,我们首先考虑弱解的L~1稳定性,通过得到关于密度梯度的新熵估计和精细的能量估计,我们可以证明逼近解的收敛性。

The experimental result shows that the proposed algorithm has fast and stable convergences, and those captured images by using this technique have good quality and adaptability at different environment illumination.

实验结果表明,该算法具有稳定快速的收敛性,捕获的视频图像在各种条件下均具有良好的图像质量和环境适应性。

The analysis is based on the singular value decompositions of matrices and the methodology in this paper can be used to analyze other modified Lagrange methods.

本文的收敛性分析依赖于矩阵的奇异值分解,其方法可以用来分析其他的修正Lagrange方法。

The second part of the dissertation, we introduce some results of number theory which are used to construct implementable approach and prove its convergence in the following parts.

第二章主要引入后二章构造算法及证明实现算法收敛性所需的数论中的主要结果,其中包括我们所作的一些推广。

Once displacement and stress interpolations satisfy approach condition, this method is able to assure the stability and convergence. So it is credible and can be implemented easily.

只要位移、应力插值满足最基本的逼近条件,该方法就能保证数值解的稳定性和收敛性,因此这是一种可靠并且易于实现的有限元格式。

The CME is a method proposed in [15]. It makes macroblocks been referenced in a skewed manner so that highly important macroblocks are converged on only few and the use of FEC is efficient.

上述的收敛性动态预测方法是Shih所提出[15],是以修改过的动态预测来选取较重要的影格,来确保影格有最好的前向纠错保护。

The purpose of the first part is to in-vestigate superconvergence phenomena for the second order elliptic boundary-value problems over triangulations, by using least-squares mixed finite ele-ment method.

第一部分的目的是研究基于三角形剖分的最小二乘混合有限元方法的超收敛性。

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