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"Thanks! Its almost the same but she wants to compare two kind of nested bivariate relationships against each other. I would like to know whether and to what extent 'when variable A goes up, does B go down', and vice versa. I think the link below might...

stats.stackexchange.com/questions/48..."

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title:

"Estimating and testing correlation of longitudinal random variables"

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"Each patient (indexed by $i$) contains multiple measurements of two variables $X_{i,t}$ and $Y_{i,t}$ over time $t=1, \dots, T$. For each time point $t'$, assume the correlation $\mathrm{cor}(X_{i,..."

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