A Choquet integral model with multiple outputs is proposed. For an input pair (x
1,..., x
n) and m fuzzy measures μ
j, the output values y
1,..., y
m are calculated by the extended Choquet integral with respect to the j-th fuzzy measure μ
j. By imposing the constrains that the sum of μ(A)=1 for all A, the sum of the output values, ∑y
j is founded to be 1. By using this model, it is possible to categorize objects with fuzzy inputs into m classes. We show an example where objects are categorized as class1, class2, contradiction class, and rest-unknown class.
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