|
Sign In to gain access to subscriptions and/or personal tools.
|
Comparing Two Non-Parallel Regression Lines with the Parametric Alternative to Analysis of Covariance Using SPSS-X or SASThe Johnson-Neyman Technique
Mitchell B. Karpman
General Accounting Office, Washington, D.C.
The Johnson-Neyman (J-N; 1936) technique is a parametric alternative to analysis of covariance that permits non-parallel regression lines. This article presents computer programs for J-N using the transformational languages of SPSS-X and SAS. The programs are designed for two groups and one covariate.
Educational and Psychological Measurement, Vol. 46, No. 3,
639-644 (1986)
DOI: 10.1177/0013164486463018

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

|
 |

|
 |
 
B. P. O'Connor
SIMPLE: All-in-One Programs for Exploring Interactions in Moderated Multiple Regression
Educational and Psychological Measurement,
October 1, 1998;
58(5):
836 - 840.
[Abstract]
|
 |
|

|
 |

|
 |
 
S. Hunka and J. Leighton
Defining Johnson-Neyman Regions of Significance in the Three-Covariate ANCOVA Using Mathematica
Journal of Educational and Behavioral Statistics,
January 1, 1997;
22(4):
361 - 387.
[Abstract]
[PDF]
|
 |
|

|
 |

|
 |
 
D. G. M. Murphy, C. DeCarli, A. R. Mclntosh, E. Daly, M. J. Mentis, P. Pietrini, J. Szczepanik, M. B. Schapiro, C. L. Grady, B. Horwitz, et al.
Sex Differences in Human Brain Morphometry and Metabolism: An In Vivo Quantitative Magnetic Resonance Imaging and Positron Emission Tomography Study on the Effect of Aging
Arch Gen Psychiatry,
July 1, 1996;
53(7):
585 - 594.
[Abstract]
[PDF]
|
 |
|
|
|