Latest Research in Advanced Causal Inference Techniques
46 research papers · 2026 median publication year
Top Research Topics in Advanced Causal Inference Techniques
- Methodology — 17 papers
- Machine Learning — 8 papers
- Machine Learning — 4 papers
- Advanced Causal Inference Techniques — 3 papers
- Statistics Theory — 3 papers
- Statistical Methods and Inference — 2 papers
- Polynomial and algebraic computation — 1 papers
- Machine Learning and Data Classification — 1 papers
- Optimization and Control — 1 papers
- Complex Network Analysis Techniques — 1 papers
Highest-Cited Papers
- Doubly robust estimation of causal survival effects via inverse probability of treatment and censoring weighting and semi-parametric AFT models with variable selection
- Regularisation of regression trees by summation of p values
- Scalable multicollinearity recovery via mixed-integer optimization
- Doubly robust estimation of monotonic survival curves for time-varying treatments in observational studies
- Compressed Active Subspaces for Scalable Bayesian Inference
- Robust Multi-Task Learning for Principal Component Analysis
- On the Identifiability of Mixed Ordinal and Exponential Family Causal DAGs under Linear Parametric Models
- Efficient transport and generalization of survival treatment effects
- Bayesian Optimization with Rich Auxiliary Information via LLMs
- Generalized projection tests for function-valued parameters with applications to testing structural causal assumptions
- Causal Discovery via Transformed Low-Rank Quantile Surfaces
- Optimization over covariance matrices with a parameterized metric
- A Conditional-Distribution Framework for Validating Synthetic Multivariate Data
- A Ranking Approach for Measuring Calibration
- A Measure of Predictive Sharpness for Probabilistic Models
- High-dimensional networks and mean squared error for possibly misspecified models
- Distribution-free inference on the number of changepoints
- Context Tree Prior Distributions based on Node Weighting with exact Bayes Factors
- Distributed Lag Neural Additive Models
- Fast Computation of Nested Cross-Validation for Penalized Regression