An Application of Endpoint Detection to Bivariate Data in Tau-Path Order.
The Fligner and Verducci (1988) multistage model for rankings is modified to create the moving average maximum likelihood estimator (MAMLE), a locally smooth estimator that measures stage-wise agreement between two long ranked lists, and provides a stopping rule for the detection of the endpoint of agreement. An application of this MAMLE stopping rule to bivariate data set in tau-path order (Yu, Verducci and Blower (2011)) is discussed. Data from the National Cancer Institute measuring associations between gene expression and compound potency are studied using this application, providing insights into the length of the relationship between the variables.
Hamilton Capital Management, Columbus, OH.
Srinath
S
Sampath
Department of Statistics, The Ohio State University.
Joseph S
JS
Verducci
maximum likelihood estimation; multistage model; partial rankings; stopping rule; tau-path; top-K rank list