Help in complex experimental design
0
0
Entering edit mode
4.6 years ago
bioeric • 0

First of all hello, this is my first post, although I've been reading you for years.

I want to use DESeq2 in order to analyze an experiment with, in my opinion, a tricky design. It consists in a control-treatment experiment split into 4 time points, with two different groups that receive treatment or placebo depending of the time, as shown here:


T1: Group A and group B basal levels, without receiving treatment.

T2: Group A have been receiving treatment for 3 months since T1 while group B received placebo.

T3: Group A and group B haven't received anything during 3 months (washing time).

T4: Group A have been receiving placebo for 3 months since T3 while group B received treatment.


I've been thinking about reducing the time points: T1 and T3 will be an initial time (T0), because they are independent of the treatment; and T2 and T4 the final time (T1).

Would this assumption be correct? The problem I see is that I lose the possible random effects from patient.

After reducing the time variable, I only have 2 times and 2 conditions (control/treatment), that I would analyse with an LRT in DESeq2.

design = ~ Time + Condition + Time:Condition 

reduced = ~ Time

I don't think this is a good approximation, but I don't have experience with this kind of designs.

Do Anyone know about similar designs, or have experience with them?

Thank you

RNA-Seq R experimental design • 746 views
ADD COMMENT
0
Entering edit mode

Is is not that you have 3 different variables at play here? - group (A/B), time-point (T1 - T4), and treatment (placebo/treatment)? I would merge the group and treatment factors into a single factor, and then run the analysis as an interaction between time-point and this new merged factor.

ADD REPLY

Login before adding your answer.

Traffic: 2523 users visited in the last hour
Help About
FAQ
Access RSS
API
Stats

Use of this site constitutes acceptance of our User Agreement and Privacy Policy.

Powered by the version 2.3.6