Analysis of variance (ANOVA)

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$Y_i = \alpha_{g(i)}+\epsilon_i, i = 1,..,n$

Assumptions

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The observations within each group are normally distrubuted

The variance in all groups are queal

All residual are independt and have zero means

Non parametric methods exist when departure from normality

Transformation mayb be useful when variance is not equal

Two-way ANOVA

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