Box-Cox transformation

Using the attrition_num dataset with all numerical data about employees who have left the company, you want to build a model that can predict if an employee is likely to stay, using Attrition, a binary variable coded as a factor. To get the features to behave nearly normally, you will create a recipe that implements the Box-Cox transformation.

The attrition_numdata, the logistic regression lr_model, the user-defined class-evaluate() function, and the trainand test splits are loaded for you.

Cet exercice fait partie du cours

Feature Engineering in R

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Instructions

Create a recipe that uses Box-Cox to transform all numeric features, including the target.

Exercice interactif pratique

Essayez cet exercice en complétant cet exemple de code.

# Create a recipe that uses Box-Cox to transform all numeric features
lr_recipe_BC <- 
  recipe(Attrition ~., data = train) %>%
  ___(___)

lr_workflow_BC <- workflow() %>%
  add_model(lr_model) %>%
  add_recipe(lr_recipe_BC)
lr_fit_BC <- lr_workflow_BC %>%
  fit(train)
lr_aug_BC <-
  lr_fit_BC %>% augment(test)
lr_aug_BC %>% class_evaluate(truth = Attrition,
                 estimate = .pred_class,.pred_No)

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Feature Engineering in R

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You’ll wrap up the course by learning about feature engineering and machine learning techniques. You’ll begin by focusing on the problems associated with using all available features in a model and the importance of identifying irrelevant and redundant features and learning to remove these features using embedded methods such as lasso and elastic-net. Next, you’ll explore shrinkage methods such as lasso, ridge, and elastic-net, which can be used to regularize feature weights or select features by setting coefficients to zero. Finally, you’ll finish by focusing on creating an end-to-end feature engineering workflow and reviewing and practicing the previously learned concepts and functions in a small project.

Exercise 1: Reducing the model's features Exercise 2: Sifting through variable importance Exercise 3: Assessing model performance using all available predictors Exercise 4: Building a reduced model Exercise 5: Shrinkage methods Exercise 6: Manual regularization with Lasso Exercise 7: Tuning the penalty Exercise 8: Finalizing the model Exercise 9: Putting it all together Exercise 10: Prep and split Exercise 11: Preprocess Exercise 12: Model Exercise 13: Assess Exercise 14: Congratulations!