Hi all,
Firstly, I am a total newbie to this area so apologies if this is an obvious question.
I want to look at the temporal dynamics of gene co-expression in a particular brain area (against a control dataset) across three developmental windows. However I am unsure if I should summarize the data across specimens (donors) for each period first – for example by taking the mean gene expression per neurodevelopmental window. Just wondering what the standard approach is?
Best wishes and thanks in advance for any assistance,
I suspect you're using a model organism, though you don't say. If so, are you using genetically identical subjects (e.g. all C57BL/6 mice) or organisms from a mixed genetic background (e.g. wild moose)? Please update your question to reflect the study design.
Hi, thanks for your reply. Actually am using RNA seq RPKM data from the Allen Brain Atlas Developing Brain database and I want to look at the co-expression of a bunch of genes across the frontal cortex. I will perform a MDS analysis to look at differences in gene expression due to ethnicity and sex, but I am still doesn't solve problem of needing 1 value per gene per development period for gene co-expression analysis (if that is indeed the correct way to do it).
Hi, Did you find an answer to your question? I am looking for exactly the same thing? Co-expression between pairs of genes on brain. Have you tried to read Allen data set and computing inner-product between expressions? I am thinking of doing but similar to you, I am a newbie. Please let me know if you find out. Thanks.
I’m afraid I haven't found a solution yet. But a friend of mine (who is experienced with gene expression data for cancer) suggested checking out how the data clusters first across individuals (I plotted PCA's and MDS plots in R). If there aren't too many inter-individual differences in gene expression across a brain region (unlikely) then it might be OK to use summary statistics. Also I guess if you have enough brain specimens using the mean should be OK due to the central limit theorem ?
Thanks for the inner-dot product suggestion, I will post an update if I get any good tips.