Machine learning tools for uplift models
There are currently several packages for uplift models (see EconML , GRF, PTE). They tend to focus on interesting ways of estimating the heterogeneous treatment effect. However models in their current state tend to focus on the single response, singe treatment scenario. In addition the metrics they use do not give estimates to the expectations of response variables if the models were used in practice (PTE is an exception).
This package attempts to build an automated solution for Uplift modeling that includes the following features:
- It allows for Multiple Treatments. In addition one can incorporate meta features for each treatment. For example; a particular treatment might have several shared features with other bonuses. Instead of creating a dummy indicator for each bonus the user can create a vector of categorial or continuous variables to represent the treatment.
- ERUPT functionality that estimates model performance on OOS data. This metric calculates the expected response if the model were given to the average user similar to .
- Support for multiple responses. This allows estimation of tradeoffs between maximizing / minimizing weighted sums of responses. An example can be found here
It does so by estimating a neural network of the form y âˆ¼ f(t,x) where y, x, and t are the response, explanatory variables and treatment variables. If optim_loss=True then an experimental loss function is used to estimate the function (see here). If the treatment was not randomly assigned there is functionality for propensity scores (see here). There is functionality to predict counterfactuals for all treatments and calculates ERUPT metrics on out of sample data.
Quick Start Example
In a python enviornment :
import numpy as np import pandas as pd from mr_uplift.dataset.data_simulation import get_simple_uplift_data from mr_uplift.mr_uplift import MRUplift #Generate Data y, x, t = get_simple_uplift_data(10000) y = pd.DataFrame(y) y.columns = ['revenue','cost', 'noise'] y['profit'] = y['revenue'] - y['cost'] #Build / Gridsearch model uplift_model = MRUplift() param_grid = dict(num_nodes=, dropout=[.1, .5], activation=[ 'relu'], num_layers=[1, 2], epochs=, batch_size=) uplift_model.fit(x, y, t.reshape(-1,1), param_grid = param_grid, n_jobs = 1) #OOS ERUPT Curves erupt_curves, dists = uplift_model.get_erupt_curves() #predict optimal treatments with new observations _, x_new ,_ = get_simple_uplift_data(5) uplift_model.predict_optimal_treatments(x_new, objective_weights = np.array([.6,-.4,0,0]).reshape(1,-1))
Relevant Papers and Blog Posts
For Discussion on the metric used to calculate how model performs see:
For tradeoff analysis see:
For optimized loss see:
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