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- Asymptotical Optimality 渐近最优性
- Secondly, under the square loss, we construct the asymptotically optimal and admissible empirical Bayes estimator of the mean for normal distribution, theconvergence rate O(n~(-1)) is also obtained. 其次,在平方损失下构造了正态分布均值的渐近最优和可容许的经验Bayes估计,并得到了其收敛速度为O(n~(-1))。
- Asymptotic Optimality of CV and GCV Criterions in Nonparametric Regression Estimation 非参数回归估计中CV和GCV准则的渐近最优性
- A new way is carried out for design and optimality of the horn. 为超声变幅杆的设计和优化提供了新的途径。
- asymptotic optimality 渐近最优性
- The ammonia gas test tubes are developed by test of coditional optimality. 经过条件优化试验,研制出氨气检测管。
- Key words Random dynamical systems asymptotical compactness ${\Omega}$-limit set evolution system dissipativity. 本刊中 包含“随机动力系统;渐近紧;极限集;演化系统;耗散.
- It was later named after the founder as Bellman’s Principle of Optimality. 然而，吴学谋教授及其追随者，在泛系的成功研究中发现了这原则并不是总是对的。
- Finally, the global asymptotical stability of the control system is proved in this paper. 最后对此协调控制系统的全局稳定性进行了证明。
- The second can be solved much faster with virtually no loss on optimality. 二是可以提供非常快速的解决方法而且产生出来的解答近乎最佳。
- In this paper, a Quasi-residuals-based estimate is given and asymptotical properties is obtained. 使用该方法的关键点在于能出条件协差阵一个较好的估计。
- Under some weak conditions ,the asymptotical normality and strong consistency of the estimators are achieved. 在较弱的条件下，证明了 的估计的强相合性和渐近正态性，并给出它们的强收敛速度， Semiparametric regression model is a kind of statistic models between parametric regression model and nonparametric regression model.
- If R0>1, a unique endemic equilibrium is locally asymptotical stable under a special condition. 当R0>1时，存在唯一正平衡解，且在一定条件下局部稳定。最后对该文做了一些讨论。
- Here according to the quality of the asymptotical normal distribution of RSS, weoffer a method to a... 这里考虑的特定问题为正态总体均值的凸集检验问题。
- The problem of asymptotical stabilization for a class of uncertain systems with sector nonlinear input is discussed. 讨论一类输入为扇区非线性的不确定系统的渐近镇定问题。
- The delay-dependent sufficient condition on asymptotical stability of NCSs is derived using the Lyapunov second method. 利用李雅普诺夫第二方法，得到网络控制系统时延相关渐近稳定性判据。
- The proposed method can achieve asymptotical convergence along a learning repetition horizon. 随着迭代学习次数的增加，系统跟踪误差渐近收敛于零。
- There is also a comprehensive treatment of optimality conditions, Lagrange multiplier theory, and duality theory. 这门课程也包括了对最适化条件，拉格朗日乘数理论，和对偶理论的综合论述。
- In section 3, we give a further discussion and gain a new condition for the globally asymptotical stability. 在第三节中我们对方程进行了进一步的讨论，得出了方程平衡点全局渐进稳定性的条件。
- Under this condition, the designed controller can provide the closed-loop system with asymptotical stability. 在此条件下所设计的控制器，可使闭环系统渐近稳定。
