asymptotic
Asymptotic noon, buy flowers to people more.
渐近中午，买花的人也多了。
Asymptotic Stability for Nonlinear Singularly Perturbed Systems P.
非线性奇摄动系统的渐进稳定性。
Asymptotic Perturbation Theory. Higher-Order Effects.
16渐近扰动理论-高阶效应。
Two new asymptotic formulae on their mean value are given.
给出两个新的数论函数均值的渐近公式。
Results Two new asymptotic formulae on their mean value are given.
结果给出两个新的数论函数均值的渐近公式。
The MLE is proved to be consist and asymptotic normal.
这种极大似然估计被证明是相合的和渐近正态的。
Asymptotic average shadowing property is abbreviated to AASP.
简记渐近平均跟踪性质为AASP。
We are discussing whether OLS estimator satisfy asymptotic normality.
我们讨论是否OLS估计量满足渐近正态性。
The system was proved to he asymptotic stable by using Lyapunov direct method.
而后用李亚普诺夫方法对其进行了稳定性分析，结果证明系统能够渐近稳定。
By using the asymptotic theory a class of nonlinear coupled system is considered.
摘要利用渐近理论，讨论了一类非线性对偶系统。
A plane cubic curve having a single loop, a node, and two ends asymptotic to the same line.
平面立方曲线平面的立方曲线，具有一个拱形、一个交点和逐渐接近同一条线的两个端点
This paper discusses the asymptotic rate of "mean value point" in second mean vaule theorem for integrals.
本文主要讨论了第二积分中值定理“中值点”的渐近速度。
Under appropriate conditions the asymptotic solution and its existence conditions are obtained.
在适当的条件下，得出了这一类非线性系统解的存在性条件及其渐近解。
And by a monotone integral operator, we give an asymptotic approximation way which is further improving the older ways.
并且使用一个具有单调性的算子，给出了一种更实用更有效的对破产时刻赤字分布函数渐进估计的方法。
The authors discuss asymptotic effciency of MLE in asymptotic median unbiased sense under regular conditions.
本文讨论正则条件下极大似然估计(MLE)在渐近中位无偏(AMU)意义下的渐近有效性。
The asymptotic property of the new arithmetical function is studied, and an interesting asymptotic formula is obtained.
摘要引入一个新的数论函数，并给出其倒数均值的一个有趣的渐近公式。
Finally, a sufficient asymptotic stability condition of the original system was proposed.
最后，提出并证明了原系统渐近稳定的充分条件。
Finally, the Bahadur asymptotic efficient est imator is constructed through extremal statistic.
最后 ,利用极值统计量构造了相应的 Bahadur渐近有效估计 .
The global asymptotic stability was discussed for the cellular neural networks(CNN) with multiple time-varying delays.
研究了多时变时滞细胞神经网络的全局渐近稳定问题。
By using elementary method, a new arithmetic function is studied, and an interesting asymptotic formula is obtained.
摘要利用初等方法研究一个新的数论函数的均值性质，并给出关于这个函数的一个有趣的渐近公式。
The improved algorithm is unanimous observable and unanimous asymptotic stability.
改进后算法是一致可观和一致渐进稳定的。
This note gived another proof of asymptotic behaviors for AB-percolation model in Zd as d goes to infinity.
本文给出了高维整数格点空间上AB-渗流模型渐近性质的另一种证明。
Stars at this stage of their lifespan are known as "Asymptotic Giant Branch" (AGB) stars, and they are highly volatile.
恒星在它寿命的这一时期被认称为“渐进巨星支”（AGB）星，并且非常的不稳定。
The asymptotic behavior for Complex Ginzburg-Landau equation with delay is discussed.
摘要讨论了具有时滞的复金兹堡-朗道方程的渐进性态。
The authors proved several asymptotic properties of a starlike function class defined in unit disk.
证明了一类星形函数的几个渐近性质.
Gaussian beam (GB) method is a high-frequency asymptotic method of computing wave-fields in inhomogenous media.
高斯射线束(GB)方法是一种用于计算不均匀介质中波场的高频近似方法。
Yorke. J. A, Asymptotic stability for one dimensional differential equations, J. Differential.
郑祖庥,泛函微分方程理论,安徽教育出版社,合肥,1994.12.
Another simple synthetic proof of finiteness of areas of asymptotic triangles in non-Euclidean geometry is given.
摘要给出双曲非欧几何中极限三角形面积有限性的另外一种简单证明。
The asymptotic behavior for a class of Lotka-Volterra reaction-diffusion systems is considered.
考虑Lotka-VolteHa反应扩散系统，给出了条件，保证其解的渐近性态与对应的常微系统相同.
We prove the asymptotic behavior of initial boundary problem for a class of quasilinear wave equation by energy method.
利用一个特殊的积分不等式得到一类拟线性波动方程初边值问题解的渐近性。
This paper discusses the asymptotic rate of “mean value point” in second mean vaule theorem for integrals.
本文主要讨论了第二积分中值定理“中值点”的渐近速度.
Besides, this paper discusses certain asymptotic properties of density curve and builds some related equations.
此外还讨论了密度曲线的某些渐近性质并建立了一些有关的方程。
Smet, R.P. and Johnson, R.E.，"An Asymptotic Analysis of Cold Sheet Rolling", ASME J.Appl.
余哲良,"冷间压延润滑理论之基础研究",中山大学机械工程研究所硕士论文，1995。
Sufficient conditions to ensure local asymptotic convergence of the AFO are established.
给出了该观测器算法局部渐近收敛的充分条件。
The results are analyzed an compared with those calculated by using the asymptotic analysis.
对所得结果作了分析并与用渐近分析法的计算结果作了比较。
The asymptotic behavior of solutions for a class of delay differential systems was studied.
摘要研究了一类时滞微分系统解的渐近性态。
In the development of the theory the main emphasis is on asymptotic behavior and the distribution of zeros.
在主要重点关于渐近的行为和零的分发的理论的发展过程中。
The estimators were obtained by MLE method, and the estimators have asymptotic normality.
利用极大似然估计方法得到其估计量，并获得此估计量具有渐近正态性。
For the requirement of later derivation, the HRR singular fields and the high-order asymptotic fields are first listed.
为了推导的需要,首先列出了幂率型硬化材料的HRR奇异场和高阶渐近场。
In the fourth chapter, the asymptotic solutions of the parametrically excited systems have been gotten.
第四章用规范形理论求出了参数激励系统的近似解。
It is proved to have the same asymptotic statistical properties as the prediction error method(PEM).
证明了该方法与预报误差法具有相同的渐近和统计性能。
The asymptotic stability of a family of vector difference equations with multi-delays is studied.
摘要讨论了一类具有多时滞的向量差分方程的渐近稳定性。
The distribution of weakly composite numbers into arithmetical progression is considered, and two asymptotic formulas are obtained.
摘要把弱合数的分布推广到算术数列中，给出了两个渐近公式。
This paper presents a sufficient condition for the asymptotic stability and geometry-velocity stability of the time-varying discrete dynamic system.
摘要对时变离散动态系统给出了判断其渐近稳定和几何速度稳定的充分条件。
To this end, some mild regularity conditions are imposed and an asymptotic distribution theory is established for modified statistic.
在适当的正则条件下，对修正的经验似然比统计量给出了渐近分布理论。
Abstract: The sufficient conditions of the weak exponential asymptotic stability of impulsive differential system are obtained.
得到一个关于脉冲微分方程弱指数渐近稳定的判定定理.
This paper is devoted to study the oscillatory and asymptotic behaviors of a third order impulsive ODE. Sufficient conditions are obtained.
讨论了三阶脉冲常微分方程解的振动性与渐近性,给出了振动性与渐近性的充分条件.
The famous Simpson Formula in numerical integration is generalized, and the asymptotic properties of mean value is discussed.
推广了数值积分中著名的辛普生公式,讨论了中值点的渐近性。
Another problem that mathematicians tackled from about 1880 on is essentially the converse of finding asymptotic series.
大概从1880年开始，数学家们研究的另一个问题本质上是求渐近级数的反问题。
Under suitable conditions we obtained precise asymptotic behavior of linear empirical Bayes estimator and its conditional Bayes risk.
在适当条件下,证得了线性经验Bayes估计和它的条件Bayes风险的精确渐近结构。