Pages that link to "Item:Q1079898"
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The following pages link to Bounds on AREs for restricted classes of distributions defined via tail- orderings (Q1079898):
Displaying 19 items.
- Approximations for \(F\) -tests which are ratios of sums of squares of independent variables with a model close to the normal (Q1019111) (← links)
- Optimal convergence properties of kernel density estimators without differentiability conditions (Q1207633) (← links)
- Tailweight and life distributions (Q1262637) (← links)
- Bounds on asymptotic relative efficiencies of robust estimates of locations for contaminations by scale mixtures (Q1333133) (← links)
- Weighted quantile-based estimation for a class of transformation distributions. (Q1603674) (← links)
- Von Mises approximation of the critical value of a test (Q1875695) (← links)
- Bounds on the efficiencies of estimators constructed by minimization of the Cramér-von Mises distance. (Q1968884) (← links)
- Robust asymptotic tests for the equality of multivariate coefficients of variation (Q2398082) (← links)
- Chi-square tests under models close to the normal distribution (Q2499573) (← links)
- Ordres stochastiques et efficacité asymptotique des<i>L</i>-estimateurs (Q3033136) (← links)
- Kurtosis and spread (Q3034659) (← links)
- Shape properties of the g-and-h and johnson families (Q3135640) (← links)
- Mixtures, myths and kurtosis (Q3471332) (← links)
- Random quotients and robust estimation (Q3687510) (← links)
- Kurtosis comartsions of the cauchy and double exponential distributions (Q3749901) (← links)
- A class of hodges -lehmann type estimators for censored data (Q4265794) (← links)
- (Q4338428) (← links)
- On Estimating The Quantile Function For Distributions Constrained by Star-Shaped Ordering (Q4514544) (← links)
- Failure rate properties of parallel systems (Q5005025) (← links)
