Hi!
I'm using DESeq2 on an experimental setup that assesses the effect of a treatment (control & heatwave) on 3 different genotypes (with replicates at the genotype level).
I have used Wald tests to assess differences in the treatment effect between pairs of genotypes (i.e., genotypeA vs. genotypeB, genotypeA vs. genotypeC, and genotypeB vs. genotypeC). I would also like to use an LRT to assess differences in the treatment effect between all 3 genotypes simultaneously, but i'm not 100% confident that i am using the right full/reduced models to do this.
One option is to use the full model with the interaction term, and reduced model with no interaction term:
ddsoption1 <- DESeqDataSetFromMatrix(countData = counts, colData = coldata, design= ~genotype + treatment + genotype:treatment)
LRT_test1 <- DESeq(ddsoption1, test="LRT", reduced= ~genotype + treatment)
Or, perhaps I should be specifying a full model with no interaction term and reduced model with just treatment:
ddsoption2 <- DESeqDataSetFromMatrix(countData= counts, colData= coldata, design= ~genotype + treatment)
LRT_test2 <- DESeq(ddsoption2, test="LRT", reduced= ~treatment)
Is anyone able to help clarify which model setup i should be using to address my question?
Thanks in advance for any help, its much appreciated :)
How is the reduced model works lets say when i have only genotype as the factor in my design , i now understand when i have multiple things in my metadata how to implement the reduced model but confusion in case when I have a single condition or factor . The explanation that is written is genes that is reported is the comparison between full model and reduced model. So lets say i have 3 sample groups and one condition then what is being compared to what[I'm not able to explain in statistical vocabulary ]. It is straight forward in wald test where I know which is my reference but in case of LRT it is difficult to get it. Any help or suggestion would be really appreciated
For more understanding of likelihood ratio testing, I'd recommend consulting a local statistician.