Nesvilab / FragPipe-Analyst

An easy-to-use and interactive web application for FragPipe
https://fragpipe-analyst-doc.nesvilab.org/
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About Statistical Power and P-Value Validity with Small Replicate Sizes #29

Closed helloworld1631 closed 3 months ago

helloworld1631 commented 3 months ago

Hi,

I've been utilizing Fragpipe-Analyst for differential expression analysis in my experiment, where each condition has two replicates. After uploading the quantification results, I found that the software still generates robust differential expression analysis and plotting.

From your pre-print manuscript, I understand that Fragpipe-Analyst employs feature-wise linear models along with empirical Bayesian statistics from Limma to identify statistically significant differences in abundance between conditions. Given that my experiments involve a small number of replicates (only two per condition), I'm concerned about the reliability of the p-values or adjusted p-values produced. Could you provide some insights on whether these differential expression results are still trustable and if they offer sufficient statistical power with such limited replicates?

Thank you!

hsiaoyi0504 commented 3 months ago

Hi @helloworld1631, I feel the question is a little beyond the scope of FragPipe-Analyst. One of several objectives of FragPipe-Analyst is to help users correctly take FragPipe's result to downstream analysis including the statistical procedure like differential expression analysis mentioned.

However, that doesn't mean FragPipe-Analyst magically boost the performance of several methods such as Limma used here. Your concern is reasonable, but it's not about reliability of the p-values or adjusted p-values. I think Limma has fair enough theoretical p-values or adjusted p-values calculation procedure and reliable, but given you have a small sample size, there is not much we can do. If you are stating a biological effects in your experiments, you will need more samples or more evidences from other approaches (no the same bioinformatics analysis discussed here).