|
Sign In to gain access to subscriptions and/or personal tools.
|
Characterizing and Circumventing Simpson's Paradox for Ordered Bivariate Data
Paul R. Yarnold
Northwestern University Medical School and University of Illinois at Chicago
This article addresses the characterization and circumvention of Simpson's paradox in designs involving two ordered variables and illustrates the recommended procedure using a two-sample application involving the estimation of correlation and a single subject application involving the estimation of lag(1) autocorrelation.
Educational and Psychological Measurement, Vol. 56, No. 3,
430-442 (1996)
DOI: 10.1177/0013164496056003005

CiteULike Complore Connotea Del.icio.us Digg Reddit Technorati Twitter What's this?
This article has been cited by other articles:

|
 |

|
 |
 
P. R. Yarnold, J. Feinglass, W. J. McCarthy, and G. J. Martin
Comparing Three Preprocessing Strategies for Longitudinal Data: An Example in Functional Outcomes Research
Eval Health Prof,
June 1, 1999;
22(2):
254 - 277.
[Abstract]
[PDF]
|
 |
|

|
 |

|
 |
 
S. O. Utsey and J. G. Ponterotto
Further Factorial Validity Assessment of Scores on the Quick Discrimination Index (Qdi)
Educational and Psychological Measurement,
April 1, 1999;
59(2):
325 - 335.
[Abstract]
[PDF]
|
 |
|

|
 |

|
 |
 
M. L. Kraimer, S. E. Seibert, and R. C. Liden
Psychological Empowerment as a Multidimensional Construct: A Test of Construct Validity
Educational and Psychological Measurement,
February 1, 1999;
59(1):
127 - 142.
[Abstract]
[PDF]
|
 |
|
|
|