A DML-based neural method with a per-user sensitivity coefficient aims to debias multi-dimensional continuous treatment effect estimation and enforce monotonicity in loan risk.
VCNet and Functional Targeted Regularization For Learning Causal Effects of Continuous Treatments
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abstract
Motivated by the rising abundance of observational data with continuous treatments, we investigate the problem of estimating the average dose-response curve (ADRF). Available parametric methods are limited in their model space, and previous attempts in leveraging neural network to enhance model expressiveness relied on partitioning continuous treatment into blocks and using separate heads for each block; this however produces in practice discontinuous ADRFs. Therefore, the question of how to adapt the structure and training of neural network to estimate ADRFs remains open. This paper makes two important contributions. First, we propose a novel varying coefficient neural network (VCNet) that improves model expressiveness while preserving continuity of the estimated ADRF. Second, to improve finite sample performance, we generalize targeted regularization to obtain a doubly robust estimator of the whole ADRF curve.
fields
cs.LG 1years
2025 1verdicts
REJECT 1representative citing papers
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Multi-Treatment-DML: Causal Estimation for Multi-Dimensional Continuous Treatments with Monotonicity Constraints in Personal Loan Risk Optimization
A DML-based neural method with a per-user sensitivity coefficient aims to debias multi-dimensional continuous treatment effect estimation and enforce monotonicity in loan risk.