- 更多网络例句与无穷小分析相关的网络例句 [注：此内容来源于网络，仅供参考]
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The product rule and chain rule, the notion of higher derivatives, Taylor series, and analytical were introduced by Isaac Newton in an idiosyncratic notation which he used to solve problems of mathematical physics .
该产品的规则和链的规则，概念，更高的衍生物，泰勒级数，并分析介绍了牛顿的特殊符号，他用来解决问题的数学物理。在他的出版物，牛顿改写他的想法，以适应数学习语的时间，取代的计算几何无穷小的等价论点被认为是无可指责的。
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The dissertation focuses on performance gradient estimation and SRO algorithm of DES aswell as other related topics,such as modeling of DES and discrete event simulation,performancemeasure Hessian matrix estimation,Stochastic Approximationand so on.General Semi-Markov Processis adapted to describe behaviour of DES and discrete eventsimulation.A general result is obtained and applied to analyze strong consistency of performancegradient Perturbation Analysisestimator.Conditions for effectiveness of InfinitesimalPerturbation Analysisare also discussed.New PA algorithms,such as server PA,PA usingDirac generalized function,job sequence PA etc.,are proposed to deal with discreteparameters.Furthermore,strategies of combining PA algorithms with certain iterative rules areanalyzed widely in order to optimize DES parameters and some SRO algorithms are constructed toslove DES optimization problems.
论文将DES性能分析领域中性能梯度估计和单运行仿真优化作为主要的研究对象，探讨了与性能梯度估计有关的DES和离散事件仿真过程建模、高阶导数估计以及随机逼近等理论和方法；建立了具有一般性的DES和离散事件仿真的广义半Markov过程模型；获得了分析性能梯度估计量强相合性的理论结果和无穷小摄动分析算法应用的条件；提出了诸如服务台数目的摄动分析、奇异摄动分析、串联生产线和加工车间中工件加工序的摄动分析等一系列摄动的思想和算法，对连续参数和离散参数都进行了深入的研究；对摄动分析算法同优化规则结合实现仿真优化的策略也进行了广泛的分析，构造了新型的变界截尾的随机逼近算法，并用于DES的单运行仿真优化研究；最后，给出了DES性能分析方法的实证性研究结果。
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This paper discusses how to teach students"the product of infinite infinitesimals isn t necessarily infinitesimal" in teaching "advanced mathematics" Or "Mathematical Analysis",and the author provides some new original examples which had not been seen in currently available textbook and riches the teaching content.
文章对"无穷多个无穷小的乘积不一定是无穷小"这一知识点在"高等数学"或"数学分析"的教学中如何讲授给学生进行了一些有益的探讨，并给出了一些在现有教科书及参考书中未曾见过的独创的新例子，从而丰富了教学内容。
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It can be said that mathematical analysis is infinitesimal analysis.
可以说，数学分析就是无穷小分析。
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The algorithms of estimation of infinitesimal perturbation analysis for AFJQNS with infinite queueing spaces are given.
4对具有无限缓冲容量的一般AFJQNS系统，给出了无穷小摄动分析估计的算法，并采用样本路径凸分析方法，证明了此估计具有强一致性。
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In this paper, the approach of theperturbation of the infinitesimal generator for Markov processes is advanced. By usingit, the problems of sensitivity analysis of the steady-state performance are studied forMarkov-type queueing networks.
本文在DEDS的随机统计层次模型下，运用Markov过程无穷小矩阵摄动方法，研究了Markov型排队网络，其稳态性能指标关于网络参数的灵敏度分析问题。
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Using this method,we discussed for generalized Burger equation with variable coefficients and linear danping,obtained its symmetry group,simliar reduced equations,infinitesimal generator and Lie algebras;In chapter 6,using the Exp-function method,the generalized solutions of combined KdV-mKdV equation with variable coefficients are discussed.
首先介绍了Lie群分析法的基本思想，其次用Lie群分析法得到了带线性阻尼项的变系数广义Burgers方程的无穷小变换、无穷小算子的李代数结构，并具体求出了带线性阻尼项的变系数广义Burger方程的群不变解和约化方程。
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From this point of view, calculus is a collection of techniques for manipulating infinitesimals.
但是，这个概念又恢复了20世纪的引入非标准分析和顺利无穷小分析，提供了坚实的基础操纵无穷小。
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This paper discusses how to teach students"the product of infinite infinitesimals isn t necessarily infinitesimal" in teaching "advanced mathematics" Or "Mathematical Analysis",and the author provides some new original examples which had not been seen in currently available textbook and riches the teaching content.
文章对&无穷多个无穷小的乘积不一定是无穷小&这一知识点在&高等数学&或&数学分析&的教学中如何讲授给学生进行了一些有益的探讨，并给出了一些在现有教科书及参考书中未曾见过的独创的新例子，从而丰富了教学内容。
- 更多网络解释与无穷小分析相关的网络解释 [注：此内容来源于网络，仅供参考]
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Infinitesimal calculus：无穷小计算
infinitesimal analysis | 无穷小分析 | infinitesimal calculus | 无穷小计算 | infinitesimal circle | 无穷小圆
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integral calculus：积分学
微积分学是微分学(Differential Calculus) 和积分学(Integral Calculus)的统称,英文简称Calculus,意为计算. 这是因为早期微积分要用天文、力学、几何中的计算问题. 后来人们也将微积分学称为分析学(Analysis),或称无穷小或无穷在等极限过程处理计算问题的学问.
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infinitesimal analysis：微元分析
infinitesimal 无穷小,极小量=>極微量 | infinitesimal analysis 微元分析 | infinitesimal area 无穷小邻域
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infinitesimal analysis：无穷小分析
infinitesimal | 无穷小,无限小 | infinitesimal analysis | 无穷小分析 | infinitesimal calculus | 无穷小计算