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stochastic approximation相关的网络例句

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

The stability of composite θ-method for stochastic differential delay equation was studied.

摘要研究了随机延迟微分方程复合θ-方法的稳定性。

T-stability of the Euler-Maruyama method was studied for stochastic delay differential equation of neutral type.

研究了中立型随机延迟微分方程Euler-Maruyama方法的T-稳定性。

The stochastic nature of nucleation process as well as the deterministic of dendrite growth is considered to simulate the crystal growth.

在模拟晶粒生长过程中考虑了形核过程的随机性与晶粒生长的确定性。

Chaos is a kind of quasi-stochastic behaviors of determinate nonlinear system.

混沌现象是确定性非线性系统表现出的一种类随机行为。

Many investigations show that randomicity of structures?parameter will bring large value of stochastic dynamic response of structures. Randomicity of structures?mechanics parameter may be dominant factors. Therefore, introduction of randomicity into system model of structure and using random system model are more reasonable than that of determinate system model. The work in this dissertation mainly consists of two parts.

众多的研究工作表明,结构参数的随机变异性可以引起结构随机动力响应的大幅度涨落,结构力学参数的随机性还可能成为主导因素,在结构系统模型中引入随机性的概念,采用随机结构系统模型是较确定性结构系统模型更为合理的一种选择。

Many investigations show that randomicity of structures'parameter will bring large value of stochastic dynamic response of structures. Randomicity of structures'mechanics parameter may be dominant factors. Therefore, introduction of randomicity into system model of structure and using random system model are more reasonable than that of determinate system model.

众多的研究工作表明,结构参数的随机变异性可以引起结构随机动力响应的大幅度涨落,结构力学参数的随机性还可能成为主导因素,在结构系统模型中引入随机性的概念,采用随机结构系统模型是较确定性结构系统模型更为合理的一种选择。

The 21st century is a century of life science,the mathematical biology advanced rapidly, and the study in determinate system is perfect. In face,the species ecology systems are often subject to ,some uncertain factors,white noise,whether the presence of such noise affects these results that we have obtained has received exten sive attention ,which makes the study about stochastic system more and more important.

21世纪是生命科学的世纪,生物数学的发展突飞猛进,百花争妍,其中对确定性系统的研究已经较为完善,而实际上的种群系统常受到一些不确定性因素的干扰,即白噪声的干扰,研究白噪声的存在是否影响种群生态系统以及是否使原有的结果发生变化已受到广泛的关注,这就使对随机系统的研究显得尤为重要。

How to quantitatively determinate the relation between system behaviors and parameters variations was an important problem of systems biology.In order to study robustness of NF-κB signal transduction networks,the parameters of system model were assigned to subject to stochastic distributions.

然而,包括速率常数和反应物初始浓度在内的许多参数都是通过实验测量或者根据文献推断得到的,即使对于那些完全通过实验来估计参数的模型,也不能确定参数的实际值与对应的生物系统是否完全一致。

But above research were all based on network whose parameters and topology structure were determinate. Network system in practical circumstance often presents randomicity because of influence of some factors. So it often causes some errors when apply traditional network flow theory to practical problems. It is significant for improving network flow theory's practicability to optimize network flow in stochastic circumstance. This question has drawn attention.

但以上研究都是在网络参数和拓扑结构固定的网络上进行的优化,而实际环境中的网络系统受多种因素影响往往会表现出随机性,所以传统网络流理论在具体应用时与实际情况会有一定的偏差,如果能在随机环境下对网络流进行优化,对提高网络流理论的实用性和针对性均有重要意义,这个问题已越来越引起关注。

The derivative 〓 t, x (t of the V function along a solution to a determinate ordinary differential system is changed to be 〓V t, x (t for a stochastic ordinary differential system.

众所周知,用Lyapunov直接法来研究随机常微系统的稳定性与研究确定性常微系统的稳定性有许多类似之处,表现在只需要用〓Vt,x(t代替常微系统中V函数沿解的导数〓t,x

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推荐网络例句

There had been a moment during the breakfast meeting, though, after the backslapping and the small talk and when all of us were seated, with Vice President Cheney eating his eggs Benedict impassively and Karl Rove at the far end of the table discreetly checking his BlackBerry, that I witnessed a different side of the man.

那次早餐会期间,在表示过关心和寒暄以后,我们所有人坐了下来,我注意观察了一下,副总统切尼面无表情地吃着班尼迪克蛋(Eggs benedict,源自美国,以英式松饼、火腿、水煮蛋以及荷兰酱组合而成),卡尔。罗夫在餐桌的远端谨慎地经常查看他的黑莓手机,我目睹了他所不为人知的一面。

Talk Undelete failed; someone else may have undeleted the page first.

Talk 无法删除选定的页面或图像(它可能已经被其他人删除了)。

When you leave a part of my life.

当你离开了,我只是希望你能幸福在以后的日子里。