This is more a conceptual question to those in the know (particularly Mike Love, Simon Anders and Wolfgang Huber if you're reading).
I'm doing a slightly quick a dirty analysis using DESeq2 to test for interactions between 3 biological conditions and expression changes over time (only between 2 time points, so one hope issues of sphericity/autocorrelation do not become an issue).
The current implementation using the Wald test will, by default, apply a beta prior to moderate the effect sizes from the GLM. I understand the default implementation as the Wald test uses the effect size estimates to calculate the p-value that the effect is different from zero. The likelihood ratio test does not require an accurate effect size estimate as I understand it, therefore I assume that this is the reason there is no default implementation for the effect size estimate moderation, or is there a mathematical reason for this?
Also, is there a way to extract the pre-moderated effect sizes in order to compare them to the moderated ones (regardless of which test is applied?).
Thanks in advance.
I'm doing a slightly quick a dirty analysis using DESeq2 to test for interactions between 3 biological conditions and expression changes over time (only between 2 time points, so one hope issues of sphericity/autocorrelation do not become an issue).
The current implementation using the Wald test will, by default, apply a beta prior to moderate the effect sizes from the GLM. I understand the default implementation as the Wald test uses the effect size estimates to calculate the p-value that the effect is different from zero. The likelihood ratio test does not require an accurate effect size estimate as I understand it, therefore I assume that this is the reason there is no default implementation for the effect size estimate moderation, or is there a mathematical reason for this?
Also, is there a way to extract the pre-moderated effect sizes in order to compare them to the moderated ones (regardless of which test is applied?).
Thanks in advance.
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