To access the full text documents, please follow this link: http://hdl.handle.net/2445/32258

Estimating slope and level change in N=1 designs
Solanas Pérez, Antonio; Manolov, Rumen; Onghena, Patrick
Universitat de Barcelona
The current study proposes a new procedure for separately estimating slope change and level change between two adjacent phases in single-case designs. The procedure eliminates baseline trend from the whole data series prior to assessing treatment effectiveness. The steps necessary to obtain the estimates are presented in detail, explained, and illustrated. A simulation study is carried out to explore the bias and precision of the estimators and compare them to an analytical procedure matching the data simulation model. The experimental conditions include two data generation models, several degrees of serial dependence, trend, level and/or slope change. The results suggest that the level and slope change estimates provided by the procedure are unbiased for all levels of serial dependence tested and trend is effectively controlled for. The efficiency of the slope change estimator is acceptable, whereas the variance of the level change estimator may be problematic for highly negatively autocorrelated data series.
2012-10-09
Investigació de cas únic
Investigació psicològica
Estadística
Single subject research
Psychological research
Statistics
(c) Solanas Pérez, et al., 2010
Article
Article - Accepted version
Sage Publications
         

Show full item record

 

Coordination

 

Supporters