Pages that link to "Item:Q4521147"
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The following pages link to Estimation of the mean of a spherically symmetric distribution with constraints on the norm (Q4521147):
Displaying 15 items.
- Generalizations of James-Stein estimators under spherical symmetry (Q1178956) (← links)
- Constrained minimax estimation of the mean of the normal distribution with known variance (Q1184240) (← links)
- Estimation of a parameter vector when some components are restricted (Q1400140) (← links)
- Shrinkage positive rule estimators for spherically symmetric distributions (Q1893360) (← links)
- Shrinkage estimation of non-negative mean vector with unknown covariance under balance loss (Q2061464) (← links)
- The Kotz type ratio distribution (Q2892892) (← links)
- Universal domination of stein-type estimators (Q3753246) (← links)
- (Q3806445) (← links)
- (Q3830386) (← links)
- James-stein estimation with constraints on the norm (Q4275851) (← links)
- Estimation of a multivariate mean with constraints on the norm (Q4280405) (← links)
- The Kotz-type distribution with applications (Q4454279) (← links)
- A robust generalized Bayes estimator improving on the James-Stein estimator for spherically symmetric distributions (Q4454296) (← links)
- Constructing estimators of a mean vector through orthogonal reparametrization and differential equations (Q4541749) (← links)
- New Wavelet SURE Thresholds of Elliptical Distributions under the Balance Loss (Q5037789) (← links)
