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complete the python code given below GainRatio(feature) = InformationGain(feature) / Entropy(feature) where information-gain is defined as InformationGain(feature) = Entropy(dataset) - Entropy(children) def gainratio_numeric(dataset:list, index) ->
complete the python code given below
GainRatio(feature) = InformationGain(feature) / Entropy(feature)
where information-gain is defined as
InformationGain(feature) = Entropy(dataset) - Entropy(children)
def gainratio_numeric(dataset:list, index) -> float: """Compute gainratio of the given numeric feature. Enumerate all feature values to find the value that gives the highest gainratio for the feature, as follows: 1. initialize: best_ratio = 0; best_value = None 2. for each value v: 2.1. leftchild: all samples with sample[index] <= v 2.2. rightchild: all samples with sample[index] > v 2.3. compute gainratio for current split, update best* if necessary. 3. return best_ratio, best_value """
Modify the code to implement the C4.5, so your code can work with numeric data as well.
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