Description Usage Arguments Details Note References See Also Examples
Information about variability in the data is displayed by three methods. Range bar graphs consist of a vertical line for each phase, created by connecting three points: an estimate of central tendency ((trimmed) mean, (broadened) median, M-estimator), the minimum and the maximum. Range lines consist of a pair of lines parallel to the X-axis, passing through the lowest and highest values for each phase, and superimposed on the raw data. Trended ranges display changes in variability within phases. For all these methods, the influence of outliers may be lessend by using a trimmed range, in which only a sample of the data set is used.
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design |
Type of single-case design: |
VAR |
Estimate of variability: range bar graph ( |
dataset |
Use the whole dataset ( |
CL |
Measure of central tendency: |
tr |
If |
data |
File in which the data can be found. Default: a window pops up in which the file can be selected. |
xlab |
Label x axis. |
ylab |
Label y axis. |
ylim |
Y axis limits in the form |
legendxy |
Optional legend location x and y coordinates in the form |
labels |
Optional labels for treatment levels in the form |
When using the default data
argument, a window will pop up to ask in what file the data can be found. This text file containing the data should consist of two columns for single-case phase and alternation designs: the first with the condition labels and the second with the obtained scores. For multiple-baseline designs it should consist of these two columns for EACH unit. This way, each row represents one measurement occasion. It is important not to label the rows or columns.
Missing data should be indicated as NA
. For calculations, missing data are omitted. Please note that some of the complicated plots may not work if there is missing data.
For alternation designs, after the plot is drawn, the location of the legend should be indicated by a left mouse click.
For the calculation of the M-estimator of location, the function mest(x,bend=1.28) from Wilcox (2005) is used.
Wilcox, R.R. (2005). Introduction to robust estimation and hypothesis testing (2nd ed.). San Diego, CA: Elsevier Academic Press.
Bulte, I., & Onghena, P. (2012). When the truth hits you between the eyes: A software tool for the visual analysis of single-case experimental data. Methodology, 8, 104-114.
http://ppw.kuleuven.be/home/english/research/mesrg
graph
to simply plot raw single-case data.
graph.CL
to plot a measure of central tendency as a line parallel to the abscissa.
graph.TREND
to display a possible trend in the data.
graphly
to display an interactive plot.
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