独立增量过程增量的渐近结果

对一类独立增量过程给出了其增量最大值的增长速度。     

Convergence Rate of the Distributions of Normalized Maximum Likelihood Estimators for Irregular Parametric Families

We study the convergence rate of the distributions of normalized maximum likelihood estimators defined by a parametric family of discontinuous multidimensional densities in the case of a vector parameter.     

Existence theorems of a maximum likelihood estimate from a generalized censored data sample

Summary A new type of random sample, called a generalized censored data sample, is defined. An approach to finding criteria for the existence of a maximum likelihood estiamte from a finite generalized censored data sample is presented. This approach, named the probability contents boundary analysis, gives systematically a number of practical criteria, each of which is effective for various kinds of typical distribution families in statistical analysis.     

玛格利亚最大吸氧量计算图的公式表示

在体育运动中,利用玛格利亚的最大吸氧量计算图来间接测定最大吸氧量是一种较简便、实用的方法。但由于该图中的极量运动负荷时的心率标尺只有三条,使得该图的作用受到了限制。本文在该图的基础上,设计出一个公式,为教练员、运动员提供了一个更加实用的最大吸氧量测定方法。     

抽样调查的设计与分析(Ⅱ)

本文讨论抽样调查实践中有关设计和数据分析中的若干问题．第二部分主要涉及数据处理与统计分析问题．     

关于解析函数的平均值

一、符号与引理设A(R)表示以|z|相似文献   

关于线性方程组解的几点注记

本文利用极大无关组给出非齐次线性方程组解集的描述，并证明了在一定条件下的有限个线性无关的向量组均可作为某非齐次线性方程组解集的极大无关组。     

结构应力S（t）的平稳正态过程最大值分布

本文讨论结构应力S(t)在设计基准期[O,T]内跨越来一门槛x的规律,获得平稳正态Γ-更新过程和平稳正态Weibull过程样本函数最大值S_M的概率分布表达式和一、二阶矩估计。     

厚度对近门槛区da/dN与ΔK_(th)影响的研究

本文依据四种厚度(6,9,12,15㎜)下30CrMnSiNi_2A钢CT试件的试验结果,对比了这四种厚度下的疲劳裂纹扩展门槛值△K_(th)与近门槛区da/dN分析了厚度的影响。     

Inference for earthquake models: A self-correcting model

Questions of asymptotic inference are discussed for a point process model in which the conditional intensity function increases monotonically between events and drops by determined (nonrandom) amounts after each event. Parameter estimates are shown to be consistent and, except under the null hypothesis of a Poisson process, normally distributed. Under the null hypothesis, however, the Hessian matrix is not asymptotically constant, and the limiting distribution of the likelihood ratio statistics is not χ², but has a form related to that of the Cramer-von Mises ω² statistic for the test of goodness of fit.