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    Post Correlation coefficient repeated measures




    Hi Everyone,
    I would like to measure the correlation between two quantitative variables. These variables measure the same thing but are obtained with two different devices. My problem is that a same subject can have several measures (at different times).
    I wonder if there is a way to calculate a correlation coefficient taking account of a possible "subject effect".
    I hope that I was clear enough...
    Thanks in advance

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    Re: Correlation coefficient repeated measures

    One approach would be to center all of the measurements around their subject means (thereby removing the subject effects) and then compute the correlation of these transformed measurements.
    “In God we trust. All others must bring data.”
    ~W. Edwards Deming

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    Re: Correlation coefficient repeated measures

    Are these different devices two versions of the same measurement device (e.g., two different weighing scales) or are they two different approaches to measuring (e.g., one weighing scale vs. measuring displacement)?

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    Re: Correlation coefficient repeated measures

    Thanks for your responses.
    Miner, to answer your question, the two measures are obtained by two different medical machines, that are supposed to give more or less the same results (there are not two different weighing scales). I don't know if that answers your question.

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    Re: Correlation coefficient repeated measures

    It does. There are two approaches that I have used to evaluate the equivalence of two measurement devices. The first is a Youden Plot, and the second is the Bland-Altman Plot. These are better approaches than measuring the correlation. Two measurement devices might correlate well, but one could be biased high/low, or the relationship not be 1:1.

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    Re: Correlation coefficient repeated measures


    Great ! Bland-Altman plot is exactly what I needed. Besides, an extension for repeated measures exists, so it's perfect. thank you

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