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Papers
A fine-grained look at causal effects in causal spaces
CLeaR 2026
Automatic debiased machine learning and sensitivity analysis for sample selection models
CLeaR 2026
Experimentation on Endogenous Graphs
AAAI 2026
Fairness-Aware Design for Contextual Experiments: Guaranteeing Reliability and Equity in Heterogeneous Subgroups
AAAI 2026
Interpolated Stochastic Interventions Based on Propensity Scores, Target Policies and Treatment-Specific Costs
AAAI 2026
Learning Subgroups with Maximum Treatment Effects Without Causal Heuristics
AAAI 2026
Matched-Pair Experimental Design with Active Learning
UAI 2026
Measuring Model Performance in the Presence of an Intervention
AAAI 2026
Possibilistic Instrumental Variable Regression with Potentially Invalid Instruments
UAI 2026
Single-Network Asymptotics for Causal Inference with Partial Network Data
UAI 2026
Uplift Modeling with Delayed Feedback: Identifiability and Algorithms
AAAI 2026
Beyond Flatland: A Geometric Take on Matching Methods for Treatment Effect Estimation
CLeaR 2025
Comparing Targeting Strategies for Maximizing Social Welfare with Limited Resources
ICLR 2025
Data-driven Design of Randomized Control Trials with Guaranteed Treatment Effects
ICML 2025
Dependent Randomized Rounding for Budget Constrained Experimental Design
UAI 2025
Doubly robust identification of treatment effects from multiple environments
ICLR 2025
Experimentation under Treatment Dependent Network Interference
UAI 2025
Locally Private Causal Inference for Randomized Experiments
JMLR 2025
Long-Term Individual Causal Effect Estimation via Identifiable Latent Representation Learning
IJCAI 2025
The Hardness of Validating Observational Studies with Experimental Data
AISTATS 2025
Uplift Model Evaluation with Ordinal Dominance Graphs
JMLR 2025
A Neural Framework for Generalized Causal Sensitivity Analysis
ICLR 2024
A Variational Framework for Estimating Continuous Treatment Effects with Measurement Error
ICLR 2024
Bayesian Neural Controlled Differential Equations for Treatment Effect Estimation
ICLR 2024
Benchmarking Estimators for Natural Experiments: A Novel Dataset and a Doubly Robust Algorithm
NeurIPS 2024