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Indução de Árvores de Decisão

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Algoritmo TDIDT<br />

[C4.5, Quinlan, 1993]<br />

Generate_tree(R, C, T)<br />

// R: set of non-categorical attribute<br />

// C: categorical attribute, T: training data<br />

1. if T has the same categorical value then return a single no<strong>de</strong> with<br />

the value<br />

2. if R={} then return a single no<strong>de</strong> with most frequent categorical<br />

value in T<br />

3. A = attribute with highest information gain, Gain(T,A) among R<br />

4. Let A 1 , A 2 , .., A m the attribute values of A<br />

5. Let T 1 , T 2 , .., T m the subsets of T partitioned by of A i<br />

6. return a no<strong>de</strong> with A and m links as follows<br />

7. for i = 1 to m do<br />

1. Generate_tree(R-{A}, C, T i )<br />

20

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