ANOVA / ANCOVA (fixed-effect model and mixed-effect model)
Mixed-effect model ANOVA plays a very important role in microarray data analysis [1]. This method can deal with multiple factors. The model for ANOVA usually looks like
E = μ + G + P + A + D + S + ε
(1)
in which E is the observed log-transformed intensity value, μ is the theoretic “real” log-transformed intensity value, G is the group factor, which leads to effects of interests, e.g. treatment effects, P, A, D and S represents effects of platform, array, dye and sample respectively, ε represents the Gaussian random error with 0 as expected value. Under different conditions, there can be more or less factors used in the model. On WebArrayDB, based on data offered by users, platform, array, dye and sample might be considered as factors in which array is considered as a random effect factor.