2019
DOI: 10.1177/0145445519837726
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Assessing Consistency in Single-Case A-B-A-B Phase Designs

Abstract: Previous research has introduced several effect size measures (ESMs) to quantify data aspects of single-case experimental designs (SCEDs): level, trend, variability, overlap, and immediacy. In the current article, we extend the existing literature by introducing two methods for quantifying consistency in single-case A-B-A-B phase designs. The first method assesses the consistency of data patterns across phases implementing the same condition, called CONsistency of DAta Patterns (CONDAP). The second measure ass… Show more

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Cited by 23 publications
(40 citation statements)
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References 86 publications
(99 reference statements)
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“…We will evaluate this by the consistency of data patterns approach. In addition, we will apply the consistency of the effects to assess the replication of the between-phase change across participants [ 61 ].…”
Section: Methodsmentioning
confidence: 99%
“…We will evaluate this by the consistency of data patterns approach. In addition, we will apply the consistency of the effects to assess the replication of the between-phase change across participants [ 61 ].…”
Section: Methodsmentioning
confidence: 99%
“…Visual analysis involves a time-series plot of the results and a systematic interpretation of six data aspects that should be evident in the plot: the level of the measurements within and between phases, possible trends, the variability within and between phases, the immediacy of the effect after the introduction of the treatment, the overlap of the measurements in different phases, and the consistency of data patterns across similar phases (Kratochwill et al, 2010). In addition, each of these data aspects may be quantified using a descriptive measure or an effect size statistic (Tanious, De, Michiels, Van Den Noortgate, & Onghena, 2019).…”
Section: Descriptive Versus Inferential Statisticsmentioning
confidence: 99%
“…Regarding the consistency of data patterns in experimentally similar phases, only one quantification has been proposed so far. Tanious et al (2019a) developed the CONsistency of DAta Patterns (CONDAP) measure for quantifying the degree of consistency between data patterns in A-B-A-B phase designs based on the Manhattan distance. The basic premise of CONDAP is that if two data patterns are highly consistent, then the standardized average Manhattan distance should be accordingly low.…”
Section: Analyzing the Consistency Of Data Patterns In Scedsmentioning
confidence: 99%
“…Finally, this overall average Manhattan distance is then divided by the pooled standard deviation of the two phases as proposed by Van den Noortgate and Onghena (2008) to obtain the scale invariant CONDAP (whose value would be 1.16 for the current example). If all experimentally similar phases have a standard deviation of zero, then the denominator of CONDAP would be zero as well, and it is recommended to calculate the overall average Manhattan distance without standardization (Tanious et al, 2019a) Based on a systematic review of a sample of 119 applied A-B-A-B studies, Tanious, De, Michiels, van den Noortgate, and Onghena (2019b) proposed the following guidelines for interpreting CONDAP: very high, 0 ≤ CONDAP ≤ 0.5; high, 0.5 < CONDAP ≤ 1; medium, 1 < CONDAP < 1.5; low, 1.5 < CONDAP ≤ 2; very low, CONDAP > 2. The two data patterns in Figure 1 are thus medium consistent.…”
Section: Analyzing the Consistency Of Data Patterns In Scedsmentioning
confidence: 99%
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