On the base of [1],by using the trick of [2],the authors give the uniform estimate of weighted solutions of the -equations on a strictly pseudoconvex domain with piecewise smooth boundaries in Cn.
在此基础上,利用文[2]的方法,得到了具有逐块光滑边界的强拟凸域上的-方程带权因子解的一致估计。
A uniform estimate of the solutions with respect to ε>0 is obtained and it is shown, that when ε approaches zero, hε(t) converges to h(t) in C1+γ1/?2 for any T>0(0>γ1<1).
讨论自由边界条件为uε(hε(t),t)=0,-xuε(hε(t),t)=λ+εh′ε(t)的Stefan问题,得到了解关于ε的一致估计,从而证明了对任何T>0,存在0<γ1<1,自由边界hε(t)在C1+γ1/2[0,T]中收敛。
Khenkin, the author discusses the existence of a local solution of ξ-equation on bounded domain in Cn,and obtains a Bochner-Ono formula for this local solution, moreover, this local solution has a simple uniform estimate in the sense of parame-trization.
本文利用Ono的局部化方法及的技巧,讨论G~n空间中有界域上方程局部解的存在性,并得到有界域上-方程局部解的Bochner-Ono公式,且指出在含参数的局部意义下有简单的一致估计。
The estimation is proved to be a uniformly distributed statistics.
在投资收益的联合分布未知的情况下 ,给出两项目投资决策的一个渐近估计量 ,并证明了该估计量是一个一致估计量 。
The sufficient conditions for weak consistent estimate of spectral density;
谱密度弱一致估计的若干充分条件
Uniform Estimate of Gradient of Weak Solutions for a Class of Elliptic Equation
一类椭圆型方程弱解梯度的一致估计
Uniform Estimates of Solutions of (?)-Equations on Local q-Convex Wedges in Stein Manifolds;
Stein流形局部q-凸楔形上的（？）-方程解的一致估计
Uniform Estimates of Solutions of (?)-Equations on Local q-Concave Wedges in Stein Manifolds;
Stein流形局部q-凹楔形上（？）-方程解的一致估计
Uniform Estimate of Solutions with Weight Factors for -Equations over a Strictly Pseudoconvex Domain;
强拟凸域上-方程的带权因子解的一致估计
Uniformly minimum variance unbiased estimate
方差一致最小无偏估计
rude classification [ estimates ]
大致的分类[估计]
consistent uniformly asymptotically normal estimator
相容一致渐近正态估计量
t constant risk estimator
一致最佳不变风险估计量
Unifom Strong Consistency of Kernel Estimator for the Probability Density Funtion;
概率密度函数核估计的一致强相合性
Estimate of the First Eigenvalue on Compact Manifolds
紧致黎曼流形第一特征值下界的估计
Noncompatible estimation of the residuai sum of sguares of central limit theorem in linear model
关于线性模型中误差方差估计中心极限定理余项的非一致性估计
Is it possible for an estimator to be unbiased but inconsistent?
是否有可能(一个估计量)是无偏却不一致的？
Consensus Weighted Fusion Algorithm of Multisensor Data for Wall Thickness Measurement in Oil Well Tubing
油管壁厚测量数据的一致性加权融合估计算法
Uniformly Asymptotic Normality of the Regression Weighted Estimator for (?)-mixing Samples;
（？）-混合样本下回归权函数估计的一致渐进正态性
The Test of Inconsistency of Efficiency Estimations of Chinese Commercial Banks and Empirical Analysis;
我国商业银行效率估计不一致检验与实证
Judgement and Solution Methods of UMVUE;
一致最小方差无偏估计的判定及其求法
Coherent Estimations of Value-at-Risk and Stress Testing Loss Based on SWARCH;
基于SWARCH的VaR及压力测试值的一致性估计
Uniform Strong Consistency in r-th Mean of Kernel Estimator for the Probability Density Function;
概率密度函数核估计的r阶平均一致强相合性
