Pages that link to "Item:Q802247"
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The following pages link to Large sample theory for distributions on the hypersphere with rotational symmetries (Q802247):
Displaying 12 items.
- High dimensional limit theorems and matrix decompositions on the Stiefel manifold (Q758047) (← links)
- On the information matrix for symmetric distributions on the hypersphere (Q797243) (← links)
- Some estimation theory on the sphere (Q1086943) (← links)
- Asymptotic expansions for distributions of the large sample matrix resultant and related statistics on the Stiefel manifold (Q1182761) (← links)
- Limit distributions of multivariate kurtosis and moments under Watson rotational symmetric distributions (Q1359804) (← links)
- Point asymptotics for probabilities of large deviations of the \(\omega^2\) statistics in verification of the symmetry hypothesis (Q1776205) (← links)
- Skew-rotationally-symmetric distributions and related efficient inferential procedures (Q2011518) (← links)
- Kurtosis test of modality for rotationally symmetric distributions on hyperspheres (Q2181718) (← links)
- (Q3034691) (← links)
- Multi-Sample Likelihood Ratio Tests Based on Bipolar Watson Distributions Defined on the Hypersphere (Q3436025) (← links)
- On Optimal Tests for Rotational Symmetry Against New Classes of Hyperspherical Distributions (Q5146040) (← links)
- Computational aspects of Cui-Freeden statistics for equidistribution on the sphere (Q5326504) (← links)
