Pages that link to "Item:Q1120225"
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The following pages link to A characterization of the Wishart exponential families by an invariance property (Q1120225):
Displaying 18 items.
- Classification of Riesz exponential families on a symmetric cone by invariance properties (Q702387) (← links)
- Conditional natural exponential families (Q850200) (← links)
- Moment for the inverse Riesz distributions (Q889017) (← links)
- Characteristic property of a class of multivariate variance functions (Q904333) (← links)
- Transformations preserving normality and Wishart-ness (Q1082008) (← links)
- Wishart processes (Q1181413) (← links)
- The diagonal multivariate natural exponential families and their classification (Q1337957) (← links)
- Characterization of the Jørgensen set in generalized linear models (Q1343683) (← links)
- On the determinant of the second derivative of a Laplace transform (Q1354419) (← links)
- Exponential and Bayesian conjugate families: Review and extensions. (With discussion) (Q1367084) (← links)
- Renewal of shift families by the distribution of the maximal invariant distribution (Q1600647) (← links)
- Extension of the variance function of a steep exponential family (Q1765613) (← links)
- The Lukacs-Olkin-Rubin characterization of Wishart distributions on symmetric cones (Q1816572) (← links)
- Enriched standard conjugate priors and the right invariant prior for Wishart distributions (Q2101463) (← links)
- Les familles exponentielles à variance quadratique homogène sont des lois de Wishart sur un cône symétrique. (Exponential families with a homogeneous quadratic variance are Wishart distributions on symmetric cones) (Q3971907) (← links)
- Wishart laws and variance function on homogeneous cones (Q5109848) (← links)
- Characterization of the Riesz exponential family on homogeneous cones (Q5237142) (← links)
- The mean radius of curvature of an exponential family (Q5956491) (← links)
