If the income scale is divided into k income ranges, the histogram form of the income distribution is completely determined by the k corresponding proportions. In section 2 Bayes estimators for these proportions are given for several loss functions and a special prior (Dirichlet-) distribution. The main purpose of this paper is the derivation of the linear Bayes estimator of section 3 without specifying a complete prior distribution. This linear Bayes estimator only depends on the first two moments of the prior distribution. It is shown that this estimator can be represented by a weighted average of the prior expected proportion and the maximum likelihood estimator
This work deals with empirical Bayes estimation for the reproduction parameter of Borel-Tanner distr...
We consider the problem of consistently estimating an unknown probability density function on a boun...
In this paper, we obtained Basyian estimators of the shape parameter of the Pareto type I distributi...
If the income scale is divided into k income ranges, the histogram form of the income distribution i...
Abstract. The use of the Pareto distribution as a model for various socio-economic phenomena dates b...
Summary: Bayes estimates are derived in multivariate linear models with unknown distribution. The pr...
In the Bayes paradigm and for a given loss function, we propose the construction of a new type of po...
We first make a review of prior distributions neutral to the right, and then we get the Bayes rule f...
Bayes estimates are derived in multivariate linear models with unknown distribution. The prior distr...
SUMMARY. In Bayesian analysis with a “minimal ” data set and common noninformative priors, the (form...
In some invariant estimation problems under a group, the Bayes estimator against an invariant prior ...
In a Rayleigh distribution, we interesting of the estimation of the parameter and some feature of re...
Bayesian estimation of the cell probabilities for the multinomial distribution (under a symmetric Di...
In this paper, we obtained Bayesian estimators of the shape parameter of the Exponentiated Inverted ...
An approximate method is suggested for evaluating the decision rules of Watson (1974) for situations...
This work deals with empirical Bayes estimation for the reproduction parameter of Borel-Tanner distr...
We consider the problem of consistently estimating an unknown probability density function on a boun...
In this paper, we obtained Basyian estimators of the shape parameter of the Pareto type I distributi...
If the income scale is divided into k income ranges, the histogram form of the income distribution i...
Abstract. The use of the Pareto distribution as a model for various socio-economic phenomena dates b...
Summary: Bayes estimates are derived in multivariate linear models with unknown distribution. The pr...
In the Bayes paradigm and for a given loss function, we propose the construction of a new type of po...
We first make a review of prior distributions neutral to the right, and then we get the Bayes rule f...
Bayes estimates are derived in multivariate linear models with unknown distribution. The prior distr...
SUMMARY. In Bayesian analysis with a “minimal ” data set and common noninformative priors, the (form...
In some invariant estimation problems under a group, the Bayes estimator against an invariant prior ...
In a Rayleigh distribution, we interesting of the estimation of the parameter and some feature of re...
Bayesian estimation of the cell probabilities for the multinomial distribution (under a symmetric Di...
In this paper, we obtained Bayesian estimators of the shape parameter of the Exponentiated Inverted ...
An approximate method is suggested for evaluating the decision rules of Watson (1974) for situations...
This work deals with empirical Bayes estimation for the reproduction parameter of Borel-Tanner distr...
We consider the problem of consistently estimating an unknown probability density function on a boun...
In this paper, we obtained Basyian estimators of the shape parameter of the Pareto type I distributi...