B1827
Title: Using observational data to estimate the optimal dynamic decision rules to tailor the treatment strategy
Authors: Lu Wang - University of Michigan (United States) [presenting]
Abstract: A dynamic treatment regime (DTR) is a sequence of decision rules that provide guidance on how to treat individuals based on their static and time-varying status. Existing observational data are often used to generate hypotheses about effective DTRs. A common challenge with observational data, however, is the need for analysts to consider ``restrictions" on the treatment sequences. Such restrictions may be necessary for settings where (i) one or more treatment sequences that were offered to individuals when the data were collected are no longer considered viable in practice; (ii) specific treatment sequences are no longer available; or (iii) the scientific focus of the analysis concerns a specific type of treatment sequences (e.g., ``stepped-up" treatments). To address this challenge, we propose a Restricted Tree-based Reinforcement Learning (RT-RL) method that searches for an interpretable DTR with the maximum expected outcome, given a (set of) user-specified restriction(s), which specifies treatment options (at each stage) that ought not to be considered as part of the estimated tree-based DTR. In simulations, we evaluate the performance of RT-RL versus the standard approach of ignoring the partial data for individuals not following the (set of) restriction(s). The method is illustrated using an observational dataset to estimate a two-stage stepped-up DTR for guiding the level of care placement for adolescents with substance use disorder.