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Domain Constraints Improve Risk Prediction When Outcome Data is Missing


Kernkonzepte
Domain constraints improve risk prediction by addressing distribution shift in selective labels settings.
Zusammenfassung

Machine learning models trained for high-stakes decisions face challenges when outcome data is missing. Historical decision-making influences observed outcomes, leading to biased predictions. A Bayesian model class with domain constraints improves risk estimation for both tested and untested patients. The prevalence and expertise constraints enhance parameter inference, as shown theoretically and on synthetic data. Applied to cancer risk prediction, the model accurately predicts diagnoses, aligns with public health policies, and identifies suboptimal test allocation.

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Statistiken
p(T = 1) = 0.51 p(Y = 1|T = 1) = 0.03 σ2 = 5.1 E[Y] = 0.02 β∆d = 0 αri + XT i β∆ ri = XT i βY + Zi Yi ∼ Bernoulli(sigmoid(ri)) Ti ∼ Bernoulli(sigmoid(αri + XT i β∆))
Zitate
"Machine learning predictions help guide decision-making in all these settings." "A model which predicts a patient’s risk of disease can help allocate tests to the highest-risk patients." "Our analysis reveals a general class of domain constraints which can improve model estimation in many settings."

Tiefere Fragen

How can domain constraints be applied in other high-stakes decision-making scenarios

Domain constraints can be applied in other high-stakes decision-making scenarios by incorporating specific knowledge about the domain into the machine learning model. For example, in criminal justice settings, constraints could include information about legal guidelines or historical patterns of decision-making. In lending scenarios, constraints might involve regulations on loan approvals or industry-specific risk factors. By integrating these domain constraints into the model, it becomes more tailored to the unique characteristics and requirements of that particular field, leading to more accurate predictions and better-informed decisions.

What are the potential drawbacks or limitations of using domain constraints in machine learning models

While domain constraints can enhance the performance and interpretability of machine learning models, there are potential drawbacks and limitations to consider: Overfitting: Introducing strict domain constraints may lead to overfitting if they are too narrow or rigid. This could result in a model that performs well on training data but fails to generalize effectively to new or unseen data. Biased Assumptions: Domain constraints are based on existing knowledge and assumptions about a specific field. If these assumptions are incorrect or biased, they can introduce inaccuracies or reinforce existing biases within the model. Complexity: Incorporating multiple domain constraints can increase the complexity of the model, making it harder to interpret and potentially reducing its transparency. Data Availability: Domain-specific information required for setting up constraints may not always be readily available or accurately documented, limiting their practical application. Trade-offs: Balancing between enforcing domain knowledge through constraints and allowing flexibility for adaptation based on new data poses a challenge as overly restrictive rules may hinder adaptability.

How can the concept of selective labels be expanded beyond healthcare settings

The concept of selective labels can be expanded beyond healthcare settings by applying it to various domains where historical decision-making determines which outcomes are observed. In criminal justice: Selective labels occur when judges historically release certain defendants while detaining others before trial. In education: Selective labels arise when students receive interventions based on past academic performance rather than individual needs. In finance: Selective labels manifest when loan applications from specific demographics receive approval due to historical bias in lending practices. By recognizing this broader applicability of selective labels across different sectors, researchers can develop models that account for distribution shifts between tested and untested populations in diverse high-stakes decision-making contexts with varying sets of variables influencing outcomes beyond just healthcare-related features such as symptoms or test results.
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