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Commun. Korean Math. Soc. 2001; 16(2): 297-308
Printed June 1, 2001
Copyright © The Korean Mathematical Society.
A Partial Ordering of Conditionally Positive Quadrant Dependence
Jong Il Baek, Jeong Yeol Choi, Chun Ho Park
Wonkwang University, Wonkwang University, Jeon Ju University
A partial ordering is developed here among conditionally positive quadrant dependent($CPQD$) bivariate random vectors. This permits us to measure the degree of $CPQD$-ness and to compare pairs of $CPQD$ random vectors. Some properties and closure under certain statistical operations are derived.
Keywords: $CPQD$, $CPQD$ ordering, $\uparrow CPQD$, convex, convolution, $CSI$, limit in distribution
MSC numbers: 62H20, 62H99
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