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the optimal convergence
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  最优收敛速度
     (2) the asymptotic normality of parametric estimate , the optimal convergence rate of the nonparametric;
     (2)证明了参数分量的渐近正态性,得到了非参数分量的最优收敛速度
短句来源
     ON THE OPTIMAL CONVERGENCE OF RATES OF L 1 NORM NONPARAMETRIC ESTIMATES FOR A SEMIPARAMETRIC REGRESSION MODEL
     半参数回归模型非参数分量L_1模估计的最优收敛速度
短句来源
     The optimal convergence rate in Besov space and the near -optimal convergence rate in a big class of Besov scale are proven.
     证明了非线性小波在Besov空间中可达到最优收敛速度,自适应非线性小波估计在一大类Besov空间中可达到次最优收敛速度(即和最优收敛速度只相差lnn)。
短句来源
     (3) the generalized model is studied, and the asymptotic normality of parametric estimate , the optimal convergence rate of the nonparametric under multivariable βpx1=(β1,β2,.....,βp)T condition;
     (3)在模型的多元情形下,得到了参数分量的渐近正态性以及非参数分量的最优收敛速度
短句来源
     The results show that this method has consistency and asymptotic normality in interior points, and its convergence rates are equal to the optimal convergence rate of the non-parametric model estimation.
     结果表明 :该方法在内点处具有一致性和渐近正态性 ,其收敛速度达到了非参数模型估计的最优收敛速度
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  “the optimal convergence”译为未确定词的双语例句
     Finally the optimal convergence rate for the velocity of the multigrid is proven, and numerical experiments are given to confirm our theoretical results.
     最后得到速度的最优收敛率,数值试验验证了我们的理论结果。
短句来源
     To solve the problem of the premature convergence and the slow convergence of Genetic Algo- rithms,an adaptive Genetic Algorithms based on real coded(RAGA)was proposed to improve the coding modes,genetic operators,etc.Optimization simulation results based on typical complex functions show that the optimal convergence rate and global hitting probability of the proposed algorithm are much better than those of simple Genetic algorithms.
     为了解决遗传算法(GA)存在的早熟收敛、收敛速度慢等不足,从编码方式及遗传算子操作等几个方面对其作了改进,提出了一种基于实数编码的自适应遗传算法(RAGA).基于典型复杂函数的优化仿真结果表明,该算法的全局收敛速度和命中全局最优值的几率相对标准遗传算法(SGA)有较大提高.
短句来源
     The discrete schemes based on the method of discrete operator for the first and third boundary value problems of the schistosomiasis model are proposed. The approximate solutions keep nonnegative and satisfy the maximum principle. The stability,convergence and error estimates of the method are discussed,and the optimal convergence rates in L2 and H1-are proved.
     对血吸虫病模型的第一和第三边值问题,应用离散算子法进行离散化,得到的数值解均恒为非负值且具有极大使原理.同时证明了L2模和H1模的最优误差估计,并对第一边值问题给出了最大模估计.
短句来源
     In this Paper, the optimal relaxation parameters and the optimal convergence factor of PSD method are dedved in the case where the coeffident matrix is consistently 2ordered cyclic matrix . Then, baed on the result above, we analysed and discussed the efficiency of PSD method.
     在系数矩阵是相容序2循环阵的情况下,本文给出了PSD方法的最优松弛参数和最优收敛因子,分析和讨论了它的实用性,并进而得到了一个新的迭代法,它的最优收敛因子与PSD方法一样,而迭代参数却只有一个.
短句来源
     In the third chapter we study the scheme of HSS iterative method . We focus on the model problem of Poisson equation and give out the analysis of the choice of the optimal convergence parameter at the continuous level.
     第三章主要研究了HSS迭代格式的导出,并且以Poisson方程为例,对其在解一维连续问题时候的收敛性进行了分析,同时给出了最佳的参数选取。
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  相似匹配句对
     It is the optimal pattern.
     这个结果如同自然界生态平衡一样,是相对最优的格局。
短句来源
     Optimal temperature for D.
     各种光强下的暗呼吸速率均随温度升高而增大。
短句来源
     Optimal Fishing Strategy
     最优捕鱼策略
短句来源
     On the Optimal Distribution of Fineness
     关于精度的最佳分配问题
短句来源
     3) convergence;
     归同(convergence);
短句来源
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  the optimal convergence
Numerical results on a variety of problems, including a boundary-layer problem, and a nonlinear problem, verify the optimal convergence of the methods, even under more relaxed conditions than those assumed by theory.
      
Convergence of the real space and reciprocal lattice sums in the Green's function is investigated and the optimal convergence parameter is chosen.
      
Such identities were introduced by Bentkus [3] and applied (see Bentkus and Paulauskas [4]) to derive the optimal convergence rates in Chernoff-type lemmas and Euler's approximations of semigroups.
      
In fact, the optimal convergence rate is attained in the extreme case when only one step of a quasi-Newton method is taken on this intermediate problem.
      
The optimal convergence rate of the method is established in the broken $H^1$ energy and $L^2$-norms, and in particular, the convergence is uniform with respect to the Lamé parameter $\lambda$.
      
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The optimal convergence concept for the interval iterative methods is analysed in the paper. The Krawczyk-Moore method has been shown to have the property of optimal convergence. A necessary condition for the convergence of Krawczyk interval methods is also given.

本文提出了区间迭代法的“最优”收敛性概念,对Krawczyk类区间迭代法的“最优”收敛性进行了分析,证明了Krawczyk—Moore算法是具有“最优”收敛性的区间迭代法。最后,还给出了一个关于Krawczyk类区间迭代法收敛的必要条件。

The discrete schemes based on the method of discrete operator for the first and third boundary value problems of the schistosomiasis model are proposed.The approximate solutions keep nonnegative and satisfy the maximum principle.The stability,convergence and error estimates of the method are discussed,and the optimal convergence rates in L2 and H1-are proved.The maximum norm estimate is given for the first boundary value problems.

对血吸虫病模型的第一和第三边值问题,应用离散算子法进行离散化,得到的数值解均恒为非负值且具有极大使原理.同时证明了L2模和H1模的最优误差估计,并对第一边值问题给出了最大模估计.

Finite mixture models have wide applications in practice. However, due to the irregularity of its parameter sauce, bony commonly ed statistical methods do not have theoretical backups in the finite future duel context. It regains unknown, for example, whether the maximum likelihoodestimetor of the mixing distribution achieves the optimal convergence rate n-1/4 which is already unusually low. In mis peper, we study a Class of restricted restricted maximum likelihood estimetors. It is shown that...

Finite mixture models have wide applications in practice. However, due to the irregularity of its parameter sauce, bony commonly ed statistical methods do not have theoretical backups in the finite future duel context. It regains unknown, for example, whether the maximum likelihoodestimetor of the mixing distribution achieves the optimal convergence rate n-1/4 which is already unusually low. In mis peper, we study a Class of restricted restricted maximum likelihood estimetors. It is shown that the estimator we propose achieves the optimal rate. In addition, we show that in the model where a structural parameter is involved, the convergence rate for estimetins the structural parameter is the usual n-1/2, not affected by the difficulties in estimetins the mixing distribution. Limiting distributions of some functionals of the rotried maximum likelitiwt estimetors are discussed.

RestrictedMaximumLikelihoodEstimatesinFiniteMixtureModels¥(陈家骅,成平)ChenJiahua(DepartmentofStatistics&ActuarialScience,Universi...

 
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