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An Algorithm for Obtaining the Zero of a Function of the Dispersion Matrix in Multivariate Analysis

多元分析中求解离散矩阵函数零点的算法

This paper is devoted to a discussion of an iterative procedure for obtaining the maximum likelihood estimator of the covariance matrix for multivariate experiments in which measurements on certain components of a normal vector random variable are intentionally omitted in corresponding subgroups of the experimental units. The proposed algorithm, which is based on the Newton-Raphson method, is outlined in detail in Section 5. A special design is included to illustrate the…

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Estimation of the Probability of Zero Failures in m Binomial Trials

二项试验中零失败概率的估计

The maximum likelihood estimator and minimum variance unbiased estimator of the probability of zero failures in m binomial trials were compared on the basis of expected squared estimation error. The choice of estimator proved to be a function of the region of parameter space. However, the m. l. e. was preferred throughout the regions likely to be encountered in practice (where the probability of zero failures exceeded 0.5).

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An Algorithm for Obtaining the Zero of a Function of the Dispersion Matrix in Multivariate Analysis

多元分析中求解离散程度矩阵函数零点的算法

This paper is devoted to a discussion of an iterative procedure for obtaining the maximum likelihood estimator of the covariance matrix for multivariate experiments in which measurements on certain components of a normal vector random variable are intentionally omitted in corresponding subgroups of the experimental units. The proposed algorithm, which is based on the Newton-Raphson method, is outlined in detail in Section 5. A special design is included to illustrate the…

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A note on linear structural relationships when both residual variances are known

两个残差方差均已知时线性结构关系的一个注记

The maximum-likelihood estimators of the paramotors in a linear structural relationship are presented for the case where both residual variances are known, the so-called ‘overidentified’ case.

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Distribution of the residual sum of squares in fitting inequalities

不等式约束拟合中残差平方和的分布

SUMMARY Consider a model for n observations, Yi = ,ti + o'6i (i = 1, ..., n), where the 6i are n independent unit normal variables and the ,ui are restrained by p linear inequalities. The maximum-likelihood estimate of {1tij is {Yoi} minimizing (Y - Y0)2 subject to the linear inequalities; the computation of {Y0i} requires quadratic programming. This paper is concerned with the distribution of the residual sum of squares (Y - Y0)2, which it is natural to use for inference…

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Maximum-likelihood estimation for the mixed analysis of variance model

混合方差分析模型的最大似然估计

A procedure is developed for the maximum-likelihood estimation of the unknown constants and variances included in the general mixed analysis of variance model, involving fixed and random factors and interactions. The method applies to all cases where the design matrices satisfy certain conditions. The consistency and asymptotic efficiency of the estimates are discussed. Tests of hypotheses and confidence regions are derived.

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Estimating the mean and standard deviation from a censored normal sample

删失正态样本中均值与标准差的估计

SUMMARY The relation g(x) -c- + fx, where g(x) is the ratio of the ordinate and the probability integral of a normal distribution, is used to derive estimators ,uc and oc of the population mean and standard deviation, from a censored normal sample. These estimators are easy to compute. For symmetrical censoring ,uc is unbiased and for moderate censoring the bias in both ,c and oc is small. In terms of efficiency, ,c and o-c seem to be as good as the maximum likelihood (M.L.)…

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Order Statistics Estimators of the Location of the Cauchy Distribution

基于顺序统计量的柯西分布位置估计

In a recent paper in this Journal, Rothenberg, Fisher and Tilanus [1] discuss a class of estimators of the location parameter of the Cauchy distribution, taking the form of the arithmetic average of a central subset of the sample order statistics. They show that the average of roughly the middle quarter of the ordered sample has minimum asymptotic variance within this class, and that asymptotically it eliminates about 36 per cent of the efficiency loss of the median (the…

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The Efficiencies in Small Samples of the Maximum Likelihood and Best Unbiased Estimators of Reliability Functions

可靠性函数的最大似然与最佳无偏估计的小样本效率

The paper presents the results of an inquiry concerning the small sample relative efficiency of maximum likelihood and best unbiased estimators of reliability functions of one-unit systems. Three cases are considered: The Poisson, exponential, and normal (standard deviation known). Two kinds of relative efficiency functions are studied. The first kind consists of the common ratio of the Cramér-Rao lower bound of the variances of unbiased estimators, to the mean-square-error…

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Maximum Likelihood Estimation of the Distributions of Two Stochastically Ordered Random Variables

两个随机序变量分布的最大似然估计

The maximum likelihood estimates and Ĝ of two distribution functions F and G are found, subject to the restrictions that for all x and that and Ĝ are of the discrete type. Random samples x 1, ···, x m and y 1, ···, y n are taken from the respective distributions and these m+n values are ordered according to magnitude, with x's before y's in cases of equality. These n+m values are divided into a number of “strings” as follows. The first string ends after the y value that is…

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Minimum Variance Unbiased and Maximum Likelihood Estimators of Reliability Functions for Systems in Series and in Parallel

串联系统与并联系统可靠性函数的无偏及最大似然估计

The bias and mean-square-error functions of the maximum likelihood and best unbiased estimator of reliability functions are derived. Information is available on the operation of subsystems connected in series or in parallel. The Poisson and the exponential cases are considered.

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Minimum Variance Unbiased and Maximum Likelihood Estimators of Reliability Functions for Systems in Series and in Parallel

串联系统与并联系统可靠性函数的最小方差无偏及最大似然估计

The bias and mean-square-error functions of the maximum likelihood and best unbiased estimator of reliability functions are derived. Information is available on the operation of subsystems connected in series or in parallel. The Poisson and the exponential cases are considered.

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Aspects of Maximum Likelihood Estimation of the Logistic Growth Function

Logistic 增长函数最大似然估计的若干性质

The maximum likelihood estimators of the three-parameter logistic growth function with independent homoskedastic normally distributed error terms have, for sufficient observations, a variance-covariance matrix whose inverse is obtained. Some properties of the estimators are derived. An experimental study shows that small numbers of observations may lead to least squares estimates which do not have the convenient properties of estimates based on large samples.

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Local-Maximum-Likelihood Estimation of the Parameters of Three-Parameter Lognormal Populations from Complete and Censored Samples

完整与删失样本下三参数对数正态分布的局部最大似然估计

The natural logarithm of the likelihood function is written down for the m − r order statistics remaining after censoring the n − m largest and the r smallest observations of a sample of size n(0 ≤ r < m ≤ n) from a three-parameter lognormal population. Its first partial derivatives with respect to the parameters, when equated to zero, yield the likelihood equations, and the negatives of its second partial derivatives with respect to the parameters are the elements of the…

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Distribution of the Sample Version of the Measure of Association, Gamma

关联度量 Gamma 的样本统计量分布

Random sampling experiments were performed to determine whether Goodman and Kruskal's asymptotic theory (2) for the sample version (G) of the measure of association Gamma (γ) is applicable to small samples. First, the asymptotic theory was checked against the results obtained with a series of 5 × 5 population cross classifications with values of γ covering the full range. For samples of size fifty, the tails of the distribution of (G — γ)/σ corresponded closely to the tails…

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Distribution of the Sample Version of the Measure of Association, Gamma

关联度量 Gamma 样本版本的分布

Random sampling experiments were performed to determine whether Goodman and Kruskal's asymptotic theory (2) for the sample version (G) of the measure of association Gamma (γ) is applicable to small samples. First, the asymptotic theory was checked against the results obtained with a series of 5 × 5 population cross classifications with values of γ covering the full range. For samples of size fifty, the tails of the distribution of (G — γ)/σ corresponded closely to the tails…

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On the Sensitivity of Simultaneous-Equations Estimators to the Stochastic Assumptions of the Models

联立方程估计量对模型随机假设的敏感性

The paper reports the results of several sampling experiments investigating the sensitivity of various simultaneous-equations estimators to errors in the exogenous variables, stochastic coefficients, heteroskedastic disturbances and auto correlated disturbances. The estimates studied are direct least squares, two-stage least squares, Nagar's unbiased k-class estimator, limited-information maximum likelihood, three-stage least squares, and full-information maximum likelihood.…

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A Numerical Procedure to Generate a Sample Covariance Matrix

生成样本协方差矩阵的数值程序

U SE of random numbers, especially in Monte Carlo procedure, is an established practice in most large computing centers. T. E. Hull and A. R. Dobell [1 ] in their paper Random Number Generators, give a relative large number of references to early as well as recent (up to 1962) work on random numbers. J. M. Hammersley and D. C. Handscomb [2] have written a book entitled Monte Carlo Methods, that contains not only a discussion on generating random numbers, but also several…

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On the Sensitivity of Simultaneous-Equations Estimators to the Stochastic Assumptions of the Models

联立方程估计量对模型随机假设的敏感性

The paper reports the results of several sampling experiments investigating the sensitivity of various simultaneous-equations estimators to errors in the exogenous variables, stochastic coefficients, heteroskedastic disturbances and auto correlated disturbances. The estimates studied are direct least squares, two-stage least squares, Nagar's unbiased k-class estimator, limited-information maximum likelihood, three-stage least squares, and full-information maximum likelihood.…

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