Interrupted time-series analysis and its application to behavioral data.
ITSA gives you a quick p-value for any single-case graph.
01Research in Context
What this study did
Hartmann et al. (1980) wrote a how-to guide. They explain interrupted time-series analysis, or ITSA.
ITSA is a math tool for single-case graphs. It checks if a treatment really changed the line.
The paper is pure method. No kids, no trials, just stats.
What they found
The authors show step-by-step formulas. You plug in your daily behavior counts.
The math gives you a p-value and a confidence band. It tells if the slope or level shifted after you started treatment.
How this fits with other research
Falligant et al. (2020) and Tassé et al. (2013) both used single-case designs. Their graphs of stereotypy data are perfect for ITSA.
Hawkes et al. (1974) ran an A-B-A-B study. The target paper’s formulas could test the play-skill jumps seen in that 1974 data.
Hsieh et al. (2011) tracked parent fidelity across days. ITSA could replace eye-ball judgment of those trend lines.
Why it matters
You no longer have to trust your eyes alone. Run ITSA on your next single-case graph. It takes five minutes in free software. You get a clear number to show parents, teachers, or insurance reviewers that the change is real.
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02At a glance
03Original abstract
This paper uses a question-and-answer format to present the technical aspects of interrupted time-series analysis (ITSA). Topics include the potential relevance of ITSA to behavioral researchers, serial dependency, time-series models, tests of significance, and sources of ITSA information.
Journal of applied behavior analysis, 1980 · doi:10.1901/jaba.1980.13-543