Measuring bivariate asymmetry and testing bivariate symmetry
Patil, Prakash N.
Woody, Jonathan R.
Date of Degree
Original embargo terms
Complete embargo for 2 years||Complete embargo for 2 years||8/15/2022
Dissertation - Open Access
Doctor of Philosophy
College of Arts and Sciences
Department of Mathematics and Statistics
The present work generalizes the necessary condition of univariate symmetry of Patil et al. (2012) to the bivariate setting, develops a test of bivariate symmetry based on it, and generalizes the measure of asymmetry in Patil et al. (2014) to the bivariate setting. In doing so, as a byproduct, it pays attention to the interrelation between central symmetry and symmetry about an axis of a continuous bivariate density function.
Riahi, Sheida, "Measuring bivariate asymmetry and testing bivariate symmetry" (2020). Theses and Dissertations MSU. 3031.