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贝叶斯:贝叶斯建模、后验推断与 MCMC。
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On the Choice of an Experiment for Prediction in Linear Regression

线性回归预测中的实验选择

Bayesian decision theory is used to obtain optimal designed and random regression experiments. If a choice is possible, it is shown how to decide between them. This is done if the data obtained are to be analysed in order that a future values of the dependent variable can be predicted using the best subset of the independent variables.

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Bayesian Classification: Asymptotic Results

贝叶斯分类的渐近结果

We have a population composed of two subpopulations whose probability properties are described by known univariate distribution functions, $G(x)$ and $H(x)$, respectively. The probability of observing an individual from the first population is $\theta$, from the second is $1 - \theta$. We assume $\theta$ is a random variable with a prior distribution on (0, 1) and find the Bayes rule for classifying $n$ observations as from $G$ or from $H$ when the loss function is equal to…

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Posterior Consistency for Coefficient Estimation and Model Selection in the General Linear Hypothesis

一般线性假设下系数估计与模型选择的后验一致性

Berk (1970), LeCam (1953) and others have given conditions for the consistency of posterior distributions from a sequence of random variables. They have required that the sequence be i.i.d. We show that their results, Berk's in particular, may be extended to the general linear hypothesis with normal errors model (where the sequence of observations of the dependent variable need not be i.i.d.). We do not assume that the distribution governing the sequence of dependent…

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On the Sampling Properties of Bayesian Point Estimators

贝叶斯点估计量的抽样性质

The sampling distributions of various Bayesian point estimators are examined and it is shown that by choosing an appropriate prior distribution for the unknown parameter such estimators can be less biased than the maximum likelihood estimator. It is also shown that a pivotal quantity can be developed by a suitable transformation of the unknown parameter.

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Optimal Sampling Schemes for Estimating System Reliability by Testing Components—I: Fixed Sample Sizes

通过部件测试估计系统可靠性的最优抽样方案(一):固定样本量

A Bayesian decision theoretic approach is employed to compare sampling schemes designed to estimate the reliability of series and parallel systems by testing individual components. Quadratic loss is assumed and schemes are found which minimize Bayes risk plus sampling cost. Several kinds of initial information concerning the reliability of the individual components, all of which assume the components function independently, are considered. The case for which the initial…

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Recursive Solutions for the Estimation of a Stochastic Parameter

随机参数估计的递归解

Some applications of the Wiener-Kolmogorov and Bayes approaches are discussed with regard to the construction of recursive equations for the best linear estimator of a stochastic parameter. Solutions are given for the prediction, filtering and smoothing cases when the parameter follows a vector Markov process and is observed with error. The Bayes solution is used to generate a canonical factorization of the autocovariance generating function of the observed series.…

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On the Sampling Properties of Bayesian Point Estimators

贝叶斯点估计量的抽样性质

The sampling distributions of various Bayesian point estimators are examined and it is shown that by choosing an appropriate prior distribution for the unknown parameter such estimators can be less biased than the maximum likelihood estimator. It is also shown that a pivotal quantity can be developed by a suitable transformation of the unknown parameter.

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Recursive Solutions for the Estimation of a Stochastic Parameter

随机参数估计的递归解

Some applications of the Wiener-Kolmogorov and Bayes approaches are discussed with regard to the construction of recursive equations for the best linear estimator of a stochastic parameter. Solutions are given for the prediction, filtering and smoothing cases when the parameter follows a vector Markov process and is observed with error. The Bayes solution is used to generate a canonical factorization of the autocovariance generating function of the observed series.…

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Asymptotic Behavior of Bayes Tests and Bayes Risk

贝叶斯检验与贝叶斯风险的渐近行为

In this paper the asymptotic behaviors of the Bayes test and Bayes risk are studied in both the one-sided and two-sided testing problems, where the independent observations are taken from one member of a one-parameter exponential family. Precise asymptotic expressions are found which show the Bayes procedure to be relatively insensitive to the prior distribution as the sample size increases to infinity.

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An Empirical Bayes Approach to Scoring Multiple-Choice Tests in the Misinformation Model

错误知识模型下选择题评分的经验贝叶斯方法

This article develops multiple-choice test scoring rules, concentrating on Bayes rules and their frequency theory analogs, empirical Bayes rules. Conditions are given for empirical Bayes estimates to lie in the probability simplex. The misinformation model is considered in detail. It is shown that ranking by raw scores is equivalent to ranking by Bayes scores when the loss function increases with error and the sampling distribution has the monotone likelihood ratio property.…

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A Cross-Validation Approach to Sample Size Determination for Regression Models

用交叉验证确定回归模型的样本量

A cross-validation approach to the a priori determination of sample size requirements and the a posteriori estimates of the validity of a derived regression equation is developed for regression models, where sampling from multivariate normal populations is discussed in particular. Tables of sample size estimates are presented for the random model and their applications illustrated. An algorithm is given to obtain tables for the fixed model directly from those for the random…

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A Bayesian Approach to Second Guessing “Undecided” Respondents

对“未决定”受访者进行推断的贝叶斯方法

This article is concerned with the survey problem of estimating category probabilities when some of the subjects respond to sensitive questions in the “don't know,” “no opinion” or “undecided” category, to avoid stating their true beliefs. The suggested approach draws on the information obtained from subjects who respond in unambiguous categories on the main question of interest, and on subsidiary questions posed to the same subjects (possibly in the same survey). This…

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An Empirical Bayes Approach to Scoring Multiple-Choice Tests in the Misinformation Model

错误认知模型下多项选择题评分的经验贝叶斯方法

This article develops multiple-choice test scoring rules, concentrating on Bayes rules and their frequency theory analogs, empirical Bayes rules. Conditions are given for empirical Bayes estimates to lie in the probability simplex. The misinformation model is considered in detail. It is shown that ranking by raw scores is equivalent to ranking by Bayes scores when the loss function increases with error and the sampling distribution has the monotone likelihood ratio property.…

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Ridge-Type Estimators for Regression Analysis

回归分析中的岭型估计量

Summary An examination of the mean-square error properties of a class of shrinkage estimators for the normal regression model leads to a new derivation of the Hoerl–Kennard (1970) Ridge estimator and its generalization. Comparison is made with the James–Stein estimator, and with the generalized-inverse estimator proposed by Marquardt (1970). A Bayesian approach is noted.

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A Note on the Incompatibility of One-Sided Bayes and Frequency Confidence Intervals

单侧贝叶斯区间与频率学派置信区间不相容的一则说明

Summary With a proper prior distribution the one-sided Bayes confidence interval for the scalar parameter θ in the density function f(x, θ) never coincides with the corresponding confidence interval based on frequency, whether the experiment is of fixed sample size or sequential.

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Minimax Estimation of Powers of the Variance of a Normal Population Under Squared Error Loss

The problem of estimating powers of the variance of a normal distribution is considered when loss is essentially squared error. A class of minimax estimators is found by extending the techniques of Stein. It is shown, at least for estimating the variance, that a subclass of the above consists of generalized Bayes estimators.

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Improving on Equivariant Estimators

改进等变估计量的方法

Techniques for improving on equivariant estimators are described. They may be applied, although without assurance of success, whatever be the family of underlying distributions. The loss function is required to satisfy an intuitively reasonable condition but is otherwise arbitrary. One of these techniques amounts to a sample space, orbit-by-orbit analysis of the conditional expected loss given the orbit. It yields, when successful, a "testimator". A second technique obtains…

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Bayesian analysis of the two-sample problem under the Lehmann alternatives

Lehmann 备择下两样本问题的贝叶斯分析

A Bayesian analysis of the two-sample problem under the Lehmann alternatives is considered. This analysis is based on the rank order statistic. Comparisons are made with Savage's rank test.

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Estimation of discrete multivariate densities for computer-aided differential diagnosis of disease

用于计算机辅助疾病鉴别诊断的离散多元密度估计

A Bayesian approach is taken to the problem of estimating a multivariate discrete density. Prior distributions on the space of multivariate densities are formulated to reflect the idea that the density is near a particular one, or near one which has independent variates. Given a sample of multivariate observations, an approximation to the posterior distribution of the unknown density is developed, and simple formulae for a density which approximates the mode of this…

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Heuristic estimation of probability densities

概率密度的启发式估计

A heuristic procedure related to hypothesis testing is offered as a practical alternative to Bayesian estimation of probability densities. Although closely related to the ‘window’ method, it overcomes some of the problems associated with that technique. The proposed method is computationally rapid and easy to use.

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Approximate Bayesian inference with incompletely specified prior distributions

An approximate method is suggested for evaluating the decision rules of Watson (1974) for situations where only a partial specification of the prior distribution can be given. The method is applied to the problem of estimating the mean of a distribution of unknown form, under quadratic loss.

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Bayes factors for independence in contingency tables

列联表独立性的贝叶斯因子

The null hypothesis of row-column independence in a two-way contingency table can be expressed as a constraint on the parameters in various standard statistical sampling models. Four sampling models are considered, which are related by nested conditioning. By having the prior distribution in any one model induce the prior distribution in each further conditioned model, it is shown that the Bayes factors for independence will factorize, and there by expose the evidence…

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