Hypotheses Generating Groups for Testing Multivariate Symmetry
The Annals of Statistics · 1976 · Volume 4 · Issue 4
Abstract
Hypotheses generating groups are constructed for the class of multivariate symmetric distributions and for the corresponding multisample problems. Defining ranks as maximal invariants under these groups we get distribution free procedures. Applications to further multivariate test problems are indicated.
Keywords
62A05, 62G10, 62H15, Bounded completeness, Hypotheses generating groups, multivariate symmetry, ranks, Rosenblatt's transformation
Enable JavaScript for citation tools and additional paper interactions.