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An Empirical Bayes Approach to Polynomial Regression Under Order Restrictions

顺序限制下多项式回归的经验贝叶斯方法

An unknown polynomial is to be estimated over a finite interval from N independent, normally distributed observations. A prior distribution is placed on the polynomial coefficients expressing the opinion that the coefficients decrease in absolute value as the degree of the corresponding terms increase. The data are used to estimate the parameters in the prior distribution of the coefficients. A Monte Carlo study is presented which compares the proposed method with the…

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Complete Classes for Sequential Tests of Hypotheses

序贯假设检验的完全类

We consider problems of sequential testing when the loss function is the sum of a component due to an error in the terminal decision and a cost of observation component. In all cases we establish a characterization of a complete class or an essentially complete class. In order to obtain such results for testing a null hypothesis against an alternative hypothesis we establish complete class results for testing the closure of the null hypothesis against the closure of the…

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Distribution-Free Consistency Results in Nonparametric Discrimination and Regression Function Estimation

Let $(X, Y)$ be an $\mathbb{R}^d \times \mathbb{R}$-valued random vector and let $(X_1, Y_1), \cdots, (X_n, Y_n)$ be a random sample drawn from its distribution. We study the consistency properties of the kernel estimate $m_n(x)$ of the regression function $m(x) = E\{Y\mid X = x\}$ that is defined by $m_n(x) = \Sigma^n_{i=1} Y_ik((X_i - x)/h_n)/\Sigma^n_{i=1}k((X_i - x)/h_n)$ where $k$ is a bounded nonnegative function on $\mathbb{R}^d$ with compact support and $\{h_n\}$ is…

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Explicit Estimators of Parametric Functions in Nonlinear Regression

非线性回归中参数函数的显式估计量

Abstract When repetitive estimations are to be made under field conditions using data that follow a nonlinear regression law, a simple polynomial function of the observations has considerable appeal as an estimator. The polynomial estimator of finite degree with smallest average mean squared error is found. Conditions are given such that as degree increases it converges in probability to the Bayes estimator and its average mean squared error converges to the lower bound of…

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Density Estimation and Bump-Hunting by the Penalized Likelihood Method Exemplified by Scattering and Meteorite Data

惩罚似然密度估计与峰值识别:散射及陨石数据示例

The (maximum) penalized-likelihood method of probability density estimation and bump-hunting is improved and exemplified by applications to scattering and chondrite data. We show how the hyperparameter in the method can be satisfactorily estimated by using statistics of goodness of fit. A Fourier expansion is found to be usually more expeditious than a Hermite expansion but a compromise is useful. The best fit to the scattering data has 13 bumps, all of which are evaluated…

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Explicit Estimators of Parametric Functions in Nonlinear Regression

非线性回归中参数函数的显式估计量

When repetitive estimations are to be made under field conditions using data that follow a nonlinear regression law, a simple polynomial function of the observations has considerable appeal as an estimator. The polynomial estimator of finite degree with smallest average mean squared error is found. Conditions are given such that as degree increases it converges in probability to the Bayes estimator and its average mean squared error converges to the lower bound of all square…

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Bayes Factors and Choice Criteria for Linear Models

线性模型的贝叶斯因子与选择准则

Summary Global and local Bayes factors are defined and their respective roles examined as choice criteria among alternative linear models. The global Bayes factor is seen to function, in appropriate contexts, as a fully automatic Occam's razor and to be closely related to the Schwarz model choice criterion. The local Bayes factor is shown to have a close relationship with the Akaike Information Criterion.

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A Note on Empirical Bayes Estimation of a Distribution Function Based on Censored Data

基于删失数据的分布函数经验贝叶斯估计札记

Susarla and Van Ryzin exhibited an empirical Bayes estimator of a distribution function $F$ based on randomly right-censored observations. In a later paper they obtained a different estimator which alleviates the weaknesses of their earlier estimator and showed that it is asymptotically optimal with rate of convergence $n^{-1}$. The purpose of this note is to present a slightly different estimator which is simpler and is also asymptotically optimal with the same rate of…

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Dynkin's Identity Applied to Bayes Sequential Estimation of a Poisson Process Rate

Dynkin恒等式在泊松过程速率的贝叶斯序贯估计中的应用

Conditional on the value of $\theta, \theta > 0$, let $X(t), t \geqslant 0$, be a homogeneous Poisson process. Sequential estimation procedures of the form $(\sigma, \theta(\sigma))$ are considered. To measure loss due to estimation, a family of functions, indexed by $p$, is used: $L(\theta, \hat{\theta}) = \theta^{-p}(\theta - \hat{\theta})^2$, and the cost of sampling involves cost per arrival and cost per unit time. The notion of "monotone case" for total cost functions…

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Adaptive Multivariate Ridge Regression

自适应多元岭回归

A multivariate version of the Hoerl-Kennard ridge regression rule is introduced. The choice from among a large class of possible generalizations is guided by Bayesian considerations; the result is implicitly in the work of Lindley and Smith although not actually derived there. The proposed rule, in a variety of equivalent forms is discussed and the choice of its ridge matrix considered. As well, adaptive multivariate ridge rules and closely related empirical Bayes procedures…

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The linear Bayes regression estimator under weak prior assumptions

弱先验假设下的线性贝叶斯回归估计量

A simple set of prior assumptions is given with respect to which the linear Bayes regression estimator, in the case of univariate regression, is determined explicitly. The risk, also determined explicitly, is shown to decrease,at rate 0 ( n-1 ), to the minimum risk attainable by any linear fitting procedure.

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Bayes estimates under bounded loss

有界损失下的贝叶斯估计

Regions containing all possible Bayes estimates under certain classes of bounded loss functions are given for many standard distributions. The properties of such regions are studied in depth for general classes of posterior distributions. Estimators are proposed that replace the posterior mean.

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A Bayesian approach to parallel line bioassay

平行线生物测定的贝叶斯方法

This paper considers parallel line bioassay from a Bayesian point of view. The mathematical formulation considered is a nonlinear one in which the log potency ratio appears explicitly as a parameter. Models for estimating log potency ratio from a single assay, and also for combining information from several assays are discussed. The method of analysis follows closely the ideas of Lindley & Smith (1972) for the linear model.

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An omnibus test for normality for small samples

面向小样本的综合正态性检验

An extension of the test statistic of Spiegelhalter (1977) is investigated. The Bayesian background to the test is discussed, and numerical examples display the adaptive nature of the statistic. A small simulation study indicates good power properties against all alternatives for n = 20, and symmetric alternatives for n = 50.

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The interpretation of forensic evidence using a likelihood ratio

利用似然比解释法庭科学证据

Forensic scientists often have to interpret refractive index measurements made on fragments of window glass, some taken from the scene of a crime and some found on a suspect. Adopting a model used recently by Lindley (1977) and Seheult (1978) this contribution proposes a non-Bayesian solution based on a likelihood ratio. The problem of deciding whether the fragments have come from a common source is distinguished from the problem of deciding the guilt or innocence of the…

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An empirical Bayes approach to polynomial regression under order restrictions

次序约束下多项式回归的经验贝叶斯方法

An unknown polynomial is to be estimated over a finite interval from N independent, normally distributed observations. A prior distribution is placed on the polynomial coefficients expressing the opinion that the coefficients decrease in absolute value as the degree of the corresponding terms increase. The data are used to estimate the parameters in the prior distribution of the coefficients. A Monte Carlo study is presented which compares the proposed method with the…

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A One-Armed Bandit Problem with a Concomitant Variable

含伴随变量的单臂老虎机问题

We consider a Bayesian sequential allocation problem that incorporates a concomitant variable in the model. Although the model is highly simplified, our results do have some mildly surprising aspects: (a) the approximate solution to the allocation problem is simpler in the presence of concomitant information than in its absence, (b) the exact value of the discount factor is less important than in previous work, and (c) the myopic procedure is asymptotically optimal.

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Nonparametric Bayesian Interval Estimation

非参数贝叶斯区间估计

Bayesian confidence bands for a distribution function are converted into confidence intervals for specified population quantilea and also for the mean. Bayesian tolerance limits are similarly constructed.

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The Variance Modified Linear Bayes Estimator

方差修正的线性贝叶斯估计量

Summary A modification of the linear Bayes estimator of the mean of a distribution of unknown form is proposed, involving a linear estimate for the variance of the distribution. The risk properties of the estimator are discussed and an example is given.

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Admissible Decision Rules for the Compound Decision Problem: The Two-Action Two-State Case

复合决策问题的可容许规则:两行动两状态情形

For the two-action two-state compound decision problem, a class of decision rules is found that are both asymptotically optimal and admissible at each stage $n$. These rules are Bayes rules with respect to appropriate exchangeable prior distributions.

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Asymptotic Optimal Sequential Estimation: The Poisson Case

渐近最优序贯估计:泊松情形

The problems of estimating sequentially the intensity parameter of a homogeneous Poisson process and of estimating sequentially the mean of a sequence of i.i.d. Poisson rv's, are considered. The procedures suggested are shown to perform well for large values of the parameter and/or for small sampling cost. Having bounded regret, the procedure for estimating the mean of the Poisson sequence is asymptotically Bayes w.r.t. any sequence of a priori densities, which spread mass…

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