Information gain in decision trees
Gain from observing another random variable
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Information gain in decision trees
Summary
Information gain in decision trees is a term[1]. It draws 237 Wikipedia views per month (term category, ranking #121 of 595).[2]
Key Facts
- Information gain in decision trees's instance of is recorded as term[3].
- Information gain in decision trees's subclass of is recorded as information theory[4].
- Information gain in decision trees's defining formula is recorded as IG(T,a) = H(T) - H(T|a)[5].
- Information gain in decision trees's defining formula is recorded as IG(T,a) = H(T)-\sum_{v\in vals(a)}\frac{|{\textbf{x}\in T|x_a=v}|}{|T|} \cdot H({\textbf{x}\in T|x_a=v})[6].
- Information gain in decision trees's BabelNet ID is recorded as 01853070n[7].
- Information gain in decision trees's Google Knowledge Graph ID is recorded as /g/11f03_vz1l[8].
- Information gain in decision trees's maintained by WikiProject is recorded as WikiProject Mathematics[9].
Body
Designation and Status
Information gain in decision trees's instance of is recorded as term[3].
Why It Matters
Information gain in decision trees draws 237 Wikipedia views per month (term category, ranking #121 of 595).[2]