Hi,
There are more than 17,000 genes (probes) differentially expressed (adjusted p-value < 0.05) among 48,000 genes (probes) in a microarray analysis (by limma R package, 22 case samples vs 8 control). Is it correct and acceptable?
Thanks
Hi,
There are more than 17,000 genes (probes) differentially expressed (adjusted p-value < 0.05) among 48,000 genes (probes) in a microarray analysis (by limma R package, 22 case samples vs 8 control). Is it correct and acceptable?
Thanks
Dear Mahdijalili,
What is your experimental design regarding your analysis? For instance the case samples are cancer samples? If so, you could expect a lot of DE between cancer and control samples. Or the case samples represent some drug treatment? Nevertheless, if you could give us more information about your procedure(specific microarray platform, if you have performed any non-specific filtering prior DE testing etc). Generally,
Best,
Efstathios
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Thanks Efstathios,
Yes, cases are un-treated APL (M3 leukemia) vs normal BM samples. Thanks for your finally suggestion. Also, are there any similar functions for package like RankProd (Rank product analysis)?
In this case, the big number of DEG genes(based on the adjusted p-value criterion only) can be explained by the generally large differences between your leukemia samples and normal ones. Regarding the RankProd analysis, I'm familiar with it but I would not recommended it, as it is usually for a few samples and in simple words just "ranks the log-fcs". Limma is far more powerful and with many more capabilities for handling any issue like small samples sizes or inbalanced studies.
In fact, you could use
treat()
afterlmFit()
, instead of eBayes step-and then usetopTreat()
liketopTable
to return the subset of the DEG candidates. Check?treat()
from the limma package. For instance you can use an lfc=0.5, to give you genes with at least higher lfc-in this case bigger than 1.5 fold change.Finally, I would also consider non-specific intensity filtering to remove low expressed probes in most samples-which would be uninformative for any further analysis.