Pages that link to "Item:Q2634651"
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The following pages link to Stein estimation for spherically symmetric distributions: recent developments (Q2634651):
Displaying 17 items.
- Evaluating default priors with a generalization of Eaton's Markov chain (Q405509) (← links)
- Drift estimation with non-Gaussian noise using Malliavin calculus (Q902228) (← links)
- A unified and generalized set of shrinkage bounds on minimax Stein estimates (Q957307) (← links)
- Robust shrinkage estimators of the location parameter for elliptically symmetric distributions (Q1124248) (← links)
- A paradox concerning shrinkage estimators: Should a known scale parameter be replaced by an estimated value in the shrinkage factor? (Q1126152) (← links)
- Stein estimation for non-normal spherically symmetric location families in three dimensions (Q1261297) (← links)
- On solutions for global Stein optimization problems with applications (Q1600732) (← links)
- Estimation of a parameter vector restricted to a cone (Q1612978) (← links)
- Shrinkage estimation (Q1991072) (← links)
- The Stein effect for Fréchet means (Q2112836) (← links)
- Prediction and calibration for multiple correlated variables (Q2274948) (← links)
- On improved shrinkage estimators for concave loss (Q2339556) (← links)
- Robust minimax Stein estimation under invariant data-based loss for spherically and elliptically symmetric distributions (Q2342936) (← links)
- Stein's phenomenon in estimation of means restricted to a polyhedral convex cone (Q2482611) (← links)
- Estimation of a location parameter with restrictions or ``vague information'' for spherically symmetric distributions (Q2502128) (← links)
- A Note on Estimation of a Distribution Function in a Nonparametric Set-up Using Stein’s Shrinkage Estimation Technique (Q5860272) (← links)
- Shrinkage estimation of higher-order Bochner integrals (Q6589571) (← links)
