Closed johannfaouzi closed 2 years ago
This is not something I have checked, so I don't know, sorry.
No problem, thank you for your reply!
I just checked the estimated standard deviations of the phenotypes with
sd_phenotype <- min(with(info_snp, beta_se * sqrt(n_eff) * sqrt(0.5)))
and the values are quite different. I'm going to check if, after dividing the PRS by the estimated standard deviation of each phenotype, the scales are more similar.
My guess would be that the SD of the PGS is also proportional to the R^2.
On a log-log scale the plot is quite linear, but the coefficient (thus the power) is a bit far from 1 (around 0.9).
In the linear scale there are quite a few outliers, which can be seen when I compute the 5 quartiles of the ratio distribution (0.001040, 0.114378, 0.158402, 0.244434, 0.936943).
I may give up on this for the moment.
Can you color by R^2 maybe?
By R^2 you mean the SNP heritability reported in the GWAS (or estimated by the ldsc function)?
Not h^2, but R^2, the variance explained by the PGS. But you can also compare with h^2.
I'm computing mostly PGS for phenotypes that are not measured (it's an exploratory analysis), so I think that I can't compute the variance explained by the PGS.
Here is the scatter plot with the h^2 values used as colors.
Hi Florian,
I have a question regarding the scales of the polygenic risk score distributions computed for a given population.
In short, I have computed PRS for several phenotypes and I'm interested in their potential association with measured phenotypes. To do so, I use linear mixed effects models (I have longitudinal data) with one model for each PRS, and I check the sign and the p-value of the coefficient for the PRS.
Now I'm wondering if the actual value of the coefficient is interpretable, because the p-value only indicates the significance but not the effect size. I have computed all the PRS using the same approach (LDpred2-auto) and I have noticed that the scales for different PRS may be very different.
So I'm wondering if the scales of PRS distributions (for a given population) are comparable between different PRS or not for whatever reasons (summary statistics, chains used to compute the final PRS, etc.).
Best, Johann