When I asked people about differentially expression of genes in time-series experiments I got the answer: use limma.
But how/why does this work in general? Let's say we have the time-course 0h 3h 6h 1day 1week 2weeks. How can we throw differences like 0h - 3h and 1week - 2weeks in one linear model? What information does 't' carry, that helps finding differentially expressed genes in 't+1' and 't+4', respectively?
What method would you use for e.g. 0h 3h 6h 1day 1week 2weeks and e.g. 0h, 3h, 24h, 48h?
Thank you very much.
Thanks for the answer, Michi.
I do get the differentially expression part, but still not how the time variable helps us in a reliable manner.
As far as I know, there is not a 'turning on' of e.g. cancer genes. E.g. a differentiation process goes through a daily, sometimes weekly process, turning on and off different genes all the time. I do not think that there is a linear phase from 'normal' to 'cancer', or is there? because I think the model is treating the problem like this
You are right and right. If a gene is turned on and off in cell development and differentiation - or even better they are expressed in cyclic manners. The time variable is of value in a very well defined model and the experiment has to be well synchronized - so you can expect a certain behaviour of the genes you are watching.. maybe this lab can give you an idea how it can be useful: http://www.bahlerlab.info/projects/cellcycle/
limma although is very powerful in normalization and identification of differential expression, I don't recommend it for time course analysis at all.
@Ali, Could you show the reason? Thanks.