I am trying to reproduce a very common way of plotting data to look for outliers in an otherwise a normally-distributted data set. It is a common feature in Minitab, Jump and other statistical software:
I wish to plot data on a single Normal Quantile plot, such that the data woudl lie on a straight line if it is normally distributed. The measured values would be on a linear scale on the X axis, while the Y axis will shows the cumulative probability percentile (say, 0.1% tp 99.9%) on a NON-linear scale, such that points fall on a straight line (rather than have an error-function shape) .
Any idea how to obtain such a Y-axis?
Also, I wish to plot several data sets on the same quantile plot. qqnorm will not allow me to plot a few sets in different colors/shapes.
I will appreciate any advice,
Gaddi
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JWaddell, thank you very much once again for posting a solution and I apologize for taking so long to get back to this topic.
The sequence of R commands that you gave work very well.
However, what I (and many others in the science, engineering, and data-collection communities) require is to have the actual measured values (X1, X2, X3 in your example) be presented on a linear scale on the X axis (not the quantiles).
When I add datax=TRUE to the first qqnorm comand, and/or in the call or the body of the function addQQpoints, everything goes bad... I played with this for a long time and gave up...
Can you please help?