Brick provides an assessment of the predictive power of independent variables with respect to the binary dependent variable via Weight of Evidence (WoE) and Information Value (IV) calculation:
WoE - reflects the strength of each category in predicting the desired value of the target variable. It is equal to the natural logarithm of the division of the part of all non-events that belong to the category's sub-sampling and the part of events correspondingly:
$$ WoE_{category_i} = \ln\Bigg( \frac{(non\events{category_i})/(non\events{total})}{(events_{category_i})/(events_{total})}\Bigg) $$
In the case of continuous variable data is preliminary split into 10 parts - 10 intervals with the equal density.
$$ IV_{category_i} = \sum\bigg( \frac{non\events{category_i}} {non\events{total}}-\frac{events_{category_i}}{events_{total}}\bigg)\times WoE_{cetegory_i} $$
Bricks → Analytics → Data Insights → Information Value
Bricks → Analytics → Credit Scoring → Information Value
Bricks → Use Cases → Credit Scoring → Features Engineering → Information Value
Target
A binary variable that is used as a target variable in a binary classification problem. The information value of the separate predictors is calculated with respect to the specified target. The target variable should present in the input dataset and takes two values - (0, 1).
Columns
List of possible columns for selection. It is possible to choose several columns for filtering by clicking on the '+' button in the brick settings and specify the way of their processing:
Remove all except selected
The binary flag, which determines the behaviour in the context of the selected columns
Method
The property, which determines the view of the final results representation:
Inputs
Brick takes the dataset, which contains the binary target variable and independent predictors