Pages that link to "Item:Q1819841"
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The following pages link to Characterizations of natural exponential families with power variance functions by zero regression properties (Q1819841):
Displaying 15 items.
- Zero regression characterizations of natural exponential families generated by Lévy stable laws -- a complementary subclass (Q876785) (← links)
- Convergence of the Gram-Charlier expansion after the normalizing Box-Cox transformation (Q1260714) (← links)
- Sequential confidence intervals with fixed-proportional accuracy for the mean of NEF-PVF distributions (Q1361678) (← links)
- An extended Laha-Lukacs characterization result based on a regression property (Q1372401) (← links)
- A reverse martingale property that characterizes the natural exponential family with quadratic variance function (Q1579538) (← links)
- An MM algorithm for estimation of a two component semiparametric density mixture with a known component (Q1746559) (← links)
- New properties and representations for members of the power-variance family. I (Q1936260) (← links)
- Taylor's law for some infinitely divisible probability distributions from population models (Q2157805) (← links)
- New properties and representations for members of the power-variance family. II (Q2393661) (← links)
- Regression of polynomial statistics on the sample mean and natural exponential families (Q2439216) (← links)
- Methods of constructing characterizations by constancy of regression on the sample mean and related problems for NEF's (Q2440599) (← links)
- (Q3983512) (← links)
- An accelerated bias-corrected sequential estimation for the mean of NEF-PVF distributions (Q4881068) (← links)
- Variance functions of asymptotically exponentially increasing integer sequences go beyond Taylor's Law (Q5060313) (← links)
- Integer sequences with regularly varying counting functions have power-law variance functions (Q6546728) (← links)
