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RISSequential estimate for linear regression models with uncertain number of effective variables
ناشر: Springer
سال: 2013
Robust variable selection through MAVE
سال: 2013
Shrinkage estimation for the mean of the inverse Gaussian population
ناشر: Springer
سال: 2014
On Bayesian Shrinkage Estimator of Parameter of Exponential Distribution with Outliers
سال: 2018
خلاصه:
In this article, we have estimated the scale parameter of exponential distribution with a prior information. A shrinkage estimator is derived for parameter of exponential distribution contaminated with outliers
and in the presence of LINEX...
Extension of some important identities in shrinkage pretest strategies
ناشر: Springer
سال: 2013
A note on shrinkage wavelet estimation in Bayesian analysis
ناشر: Elsevier Science
سال: 2014
Shrinkage estimation and variable selection in multiple regression models with random coefficient autoregressive errors
ناشر: Elsevier Science
سال: 2014
On the ridge regression estimator with sub-space restriction
سال: 2017
خلاصه:
In the linear regression model with elliptical errors, a shrinkage ridge estimator is proposed. In this regard, the restricted ridge regression estimator under sub-space restriction is improved by incorporating a general ...
Stein-type improvement under stochastic constraints: Use of multivariate Student-t model in regression
سال: 2008
خلاصه:
the suspicion of stochastic constraints occurring. Also the preliminary test, Stein-type shrinkage and positive-rule shrinkage estimators are derived when the variable term in the restriction is assumed to follow multivariate Student-t distribution...