Pages that link to "Item:Q2767481"
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The following pages link to Mutual characterizations of the gamma and the generalized inverse Gaussian laws by constancy of regression (Q2767481):
Displaying 10 items.
- A characterization of the generalized Laplace distribution by constant regression on the sample mean (Q274174) (← links)
- Three dual regression schemes for the Lukacs theorem (Q745353) (← links)
- On the Matsumoto-Yor type regression characterization of the gamma and Kummer distributions (Q900938) (← links)
- Sur le passage de certaines marches aléatoires planes au-dessus d'une hyperbole équilatère. (On the crossing of certain planar random walks over an equilateral hyperbola) (Q914259) (← links)
- Interpretation via Brownian motion of some independence properties between GIG and gamma variables. (Q1424466) (← links)
- The Matsumoto-Yor property on trees (Q1763109) (← links)
- On characterizations of the gamma and generalized inverse Gaussian distributions (Q1771476) (← links)
- On some characterizations of the generalized inverse Gaussian distribution by regression with respect to residuals. (Q1856498) (← links)
- An independence property for the product of GIG and gamma laws (Q1872530) (← links)
- Characterizations of GIG laws: a survey (Q2509802) (← links)
