Stop Guessing! Use Causal Inference to Analyze Your Health Habits with Python and DoWhy
We’ve all been there: staring at a Fitbit or Apple Health dashboard, trying to figure out if that 4 PM espresso is the reason we're tossing and turning at 2 AM. In the world of Quantified Self and Predictive Medicine , we often fall into the trap of "correlation equals causation." We see a downward trend in sleep quality as caffeine intake rises and assume one causes the other. But what if it’s…
Many people interpret a downward trend in sleep quality alongside increased caffeine intake as a causal link, but this is often an example of "correlation does not equal causation." To move beyond simple statistics, the article emphasizes the need for causal inference. By employing Microsoft's DoWhy library and CausalML, one can construct a structured model to isolate the effect of caffeine on sleep.
The article begins by highlighting the importance of understanding the Directed Acyclic Graph (DAG), which accounts for confounders such as work stress that influence both caffeine consumption and sleep quality. The model defines treatment, outcome, and common causes, clarifying that stress can affect both caffeine intake and sleep quality.
The tutorial assumes a standard Python environment, requiring DoWhy, Pandas, and essential libraries like NumPy and Matplotlib. A synthetic dataset is generated to simulate health data, incorporating confounders like work stress and treatment of caffeine intake. The outcome variable is sleep quality, influenced by caffeine and stress.
Using DoWhy, the article outlines the four essential steps of causal inference: model creation, identification, estimation, and refutation. Identification involves specifying the causal effect, estimating the causal effect through linear regression to adjust for confounders, and refutation tests to ensure the model's robustness.
The final step involves testing the model's resilience by introducing a placebo treatment, checking if the effect remains significant. If the results are consistent, the model is considered reliable. The article concludes by encouraging readers to expand their models by incorporating additional confounders and exploring more complex estimators, aiming to derive personalized health insights.
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