基本解释：平均脯历经定理
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The mean ergodic theorems for square sequence with random weights is obtained by using the method of Fourier analysis and the symmetrization as well as Gaussian randomization.利用Fourier分析方法已及概率论中的对称化和Gaussian化方法 ,证明了带有随机加权项的平方序列的平均遍历定理 。
The most plausible operatorial generalization of result of preceding paragraph is known as the "mean ergodic theorem for unitary operators."前段结果可以推广到算子去，其中最近情近理的推广以“西算子的平均遍历定理”闻名。
uniform ergodic theorem均匀遍历定理;均匀遍历定理;一致遍历定理
Homogenization of Nonautonomous Hamilton-Jacobi Equations in Stationary Ergodic Setting平稳遍历介质中非自治Hamilton-Jacobi方程的均匀化
maximum average uncertainty principle极大平均不定性原理
On Direct Convergence and Ergodic Theorem of Markov Chains in Random Environments;随机环境中马氏链的直接收敛及遍历定理
Ergodic theorem of almost-orbits for asympotically nonexpansive type semigroups under Opial conditionOpial条件下渐近非扩张型半群殆轨道的遍历定理
average orientation平均取向度,平均定向度
Pay cost base presses past years of whole city worker of average wage 120% affirmatory.缴费基数按全市职工历年平均工资的120%确定。
The average latency at which successful version history requests are processed.成功的版本历史请求处理的平均反应时间。
The average latency at which failed version history requests are processed.失败的版本历史请求处理的平均反应时间。
In this paper, by using the methods of functional analysis, the proof of an ergodic theorem was given.利用泛函分析的方法给出一个遍历定理的另一证明。
The Classification of State, Law of Large Numbers and Theory of Ergodicity for Markov Chains in Random Environments;随机环境中马氏链的状态分类、大数定律与遍历理论
The Depth-traversing of XML Document Based on ASP.NET;基于ASP.NET平台对XML文件的深度遍历
Order, proportion, and fitness pervade the universe.秩序、均衡和公理遍及宇宙。
Every decision is made in the spirit of fairness and reasonableness and of seeking truth from facts.每项决定均本着公平合理、实事求是的精神做出。
A Theorem for Hige Order Ccnformal Mean Curvature on Supresurface and Its Application;关于超曲面高阶共形平均曲率的一个定理
An Exploration of the Integrated Parity Theory of the Equilidrium Exchange Rate Decisionand Change;均衡汇率决定与变动的综合平价理论探讨
Traversal string: An ')' was found where no matching '(' was specified.遍历字符串: 没有指定与“)”相匹配的“(”。
