Causal Bayesian Optimization: Foundations, Methods, and Applications

📅 2026-09-21
📈 Citations: 0
Influential: 0
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该文综述了因果贝叶斯优化(CBO)在有因果结构系统中如何通过结合因果推断与贝叶斯优化来实现高效样本选择的方法,评估了多种CBO方法。
📝 Abstract
Causal Bayesian Optimization (CBO) combines causal inference with Bayesian optimization to enable sample-efficient intervention selection in systems with causal structure. This survey provides a systematic review of CBO through a unified BO-loop perspective, showing how causal assumptions shape intervention search spaces, surrogate models, acquisition functions, and decision policies. We organize existing methods by graph and system-knowledge assumptions, environment, intervention representation, surrogate architecture, and decision rule, and connect CBO to causal bandits, Bayesian experimental design, safe optimization, policy search, and causal abstraction. We also introduce a reproducibility-oriented benchmark spanning hard- and soft-intervention settings, with standardized GAP and a new trajectory-aware Path-Aware GAP (PA-GAP), evaluating seven CBO methods and a non-causal BO baseline across thirteen datasets, three budgets, and two metrics. Results show that no method dominates uniformly: rankings depend on dataset, budget, metric, and how causal information is used, while strong non-causal baselines remain competitive in several settings. Controlled graph-misspecification and omitted-variable stress tests further show that rankings can change substantially when learner-side causal information is perturbed. We conclude by identifying key open challenges, including robustness to causal-assumption violations, scalable unknown-graph optimization, mixed intervention types, realistic cost models, stronger theoretical guarantees, and integration with modern representation learning and causal abstractions.
Problem

Research questions and friction points this paper is trying to address.

Causal Bayesian Optimization
causal inference
Bayesian optimization
intervention selection
causal structure
Innovation

Methods, ideas, or system contributions that make the work stand out.

Causal Bayesian Optimization
causal inference
Bayesian optimization
intervention selection
PA-GAP
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