An Efficient Test for Homogeneity of Mean Directions on the Hyper‐sphere
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Publication:6067155
DOI10.1111/insr.12461OpenAlexW3194919940MaRDI QIDQ6067155
Ashis Sen Gupta, H. V. Kulkarni
Publication date: 14 December 2023
Published in: International Statistical Review (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1111/insr.12461
compositional datavectorcardiogramvon Mises-Fisher-Langevin distributiondistributions on hyper-sphereshomogeneity of mean spherical directionsintegrated likelihood ratio test
Cites Work
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- Two-way ANOVA for the Watson distribution defined on the hypersphere
- Integrated likelihood methods for eliminating nuisance parameters. (With comments and a rejoinder).
- An industrial example using one-way analysis of circular-linear data.
- Uniformly implementable small sample integrated likelihood ratio test for one-way and two-way ANOVA under heteroscedasticity and normality
- Directional statistics for innovative applications. A bicentennial tribute to Florence Nightingale
- Efficient ANOVA for directional data
- Topics in Circular Statistics
- Statistical Analysis of Circular Data
- ON THE CONSTRUCTION OF SIGNIFICANCE TESTS ON THE CIRCLE AND THE SPHERE
- Two-way analysis of variance for data from a concentrated bipolar Watson distribution
- The simulation of spherical distributions in the Fisher-Bingham family
- Statistical Analysis of Spherical Data
- More Multisample Tests for the von Mises Distribution
- Improved likelihood ratio tests on the von Mises-Fisher distribution
- Applied Directional Statistics
- New approximations to the distribution of certain angular statistics
- Measuring Location Effects from Factorial Experiments with a Directional Response
- Universal and Efficient Tests for Homogeneity of Mean Directions of Circular Populations
- An improved test of equality of mean directions for the Langevin‐von Mises‐Fisher distribution
- Tests for the von Mises distribution
- Multisample Tests for the von Mises Distribution
- A Distribution-Free Two-Sample Test on a Circle
- Dispersion on a Sphere
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