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I want to see the influence that X, Y and Z have on my dependent variables set, but X combines with Z, and not with Y, therefore I have distributions which look like that: XZ, ZX, YZ, ZY Note...
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In theory, wouldn't they both show the influence that a variable exerts over an outcome? To what extent those two methodologies are complimentary?
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There is also another issue: My 10 Independent variables are devided into 4 groups. I would like to know the effect of each one of the 10 variables, but I would also like to know the effect that...
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Hi! I've noticed a relatively significant "curve of experience" on the scores obtained by subjects in a psychometric instrument. In other words: there was a slight improvement on test performance...
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