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The n-order interaction effect indicates the least proper subset of the loci also interacts epistatically.
First-order interaction effect.
Second-order interaction effects are also important.
Special cubic: Third order interaction model specifically for mixtures.
Third-order interaction effects were obtained, except for density which was affected by two second-order interactions.
This, in turn, means four classes of interaction, namely the three first-order interactions between pairs of factors and the second-order interaction involving all three factors.
Four classes of interaction are involved: three first-order interactions between pairs of factors; and one second-order interaction involving all three factors.
In the presence of a significant higher-order interaction, the lower-order interactions and corresponding main effects are hard to interpret by themselves.
In the present study, following Sun ([1998]), I consider the second-order interaction terms and the third-order interaction term, and employ the following additive decomposition formulation: (7).
An 'A B' interaction is a second order interaction; these are common in mixtures.
Lower order terms were always included if a higher-order interaction was present.
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