Pages that link to "Item:Q3237830"
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The following pages link to On the Stochastic Independence of Two Second-Degree Polynomial Statistics in Normally Distributed Variates (Q3237830):
Displaying 13 items.
- Noncentral matrix quadratic forms of the skew elliptical variables (Q928851) (← links)
- A tale of two countries: The Craig-Sakamoto-Matusita theorem (Q947244) (← links)
- Distribution of quadratic forms under skew normal settings (Q1000579) (← links)
- The necessary and sufficient conditions for dependent quadratic forms to be distributed as multivariate gamma (Q1138317) (← links)
- Versions of Cochran's theorem for general quadratic expressions in normal matrices (Q1361758) (← links)
- An alternative way to establish the necessity part of the classical result on the statistical independence of quadratic forms (Q1369293) (← links)
- On Craig's theorem and its generalizations (Q1923425) (← links)
- Noncentral quadratic forms of the skew elliptical variables (Q2567127) (← links)
- The mixed model for multivariate repeated measures: Validity conditions and an approximate test (Q2639505) (← links)
- A necessary condition for a quadratic form to have a chi-squared distribution: an accessible proof (Q3150328) (← links)
- Scheffés mixed model for multivariate repeated measures:a relative efficiency evaluation (Q3978723) (← links)
- On the independence between two generalized second degree polynomial statistics and their covariance (Q4167434) (← links)
- A reformulation of the criteria for the independence of quadratic functions in normal variables (Q5078412) (← links)