Individualized Treatment Regime for Personalized Medicine: A Review
1
조회
0
다운로드
0
인용
0
참고문헌
키워드
초록
The heterogeneity of patients’ responses in many treatment programs stems from the characteristics of their diverse background. Accordingly, paradigms of clinical decisions are shifting from “one-size-fits-all” rules to individualized treatment rules (ITRs). In statistical frameworks, an ITR is defined as a mapping of patient information to treatment recommendations, aiming to optimize the average future outcome of the program. In recent years, many researchers have developed methods for estimating optimal ITRs. This paper reviews some of the recent approaches, focusing on “indirect” (“-learning” and “A-learning”) and “direct” (“O-learning”) methods. We also briefly discuss further extensions of ITRs, which include multi-staged treatment rules also known as a dynamic treatment regime.
Abstract
The heterogeneity of patients’ responses in many treatment programs stems from the characteristics of their diverse background. Accordingly, paradigms of clinical decisions are shifting from “one-size-fits-all” rules to individualized treatment rules (ITRs). In statistical frameworks, an ITR is defined as a mapping of patient information to treatment recommendations, aiming to optimize the average future outcome of the program. In recent years, many researchers have developed methods for estimating optimal ITRs. This paper reviews some of the recent approaches, focusing on “indirect” (“-learning” and “A-learning”) and “direct” (“O-learning”) methods. We also briefly discuss further extensions of ITRs, which include multi-staged treatment rules also known as a dynamic treatment regime.
참고문헌 (33)
- McLellan AT, "Have we evaluated addiction treatment correctly? Implications from a chronic care perspective", Addiction, 97, pp.249~252 (2002)
- Fava M, "Background and rationale for the sequenced treatment alternatives to relieve depression (STAR*D) study", Psychiatr Clin North Am, 26, pp.457~494 (2003)
- Wang Y, "An optimal learning method for developing personalized treatment regimes", arxiv:1607. 01462, ~ (2016)
- Wang Y, "Learning optimal personalized treatment rules in consideration of benefit and risk: with an application to treating type 2 diabetes patients with insulin therapies", J Am Stat Assoc (2017)
- Qian M, "Performance guarantees for individualized treatment rules", Ann Stat, 39, pp.1180~1210 (2011)
- A-learning for approximate planning, "Blatt D", The Methodology Center, Pennsylvania State University, ~, pp.Technical Report 04-63 (2012)
- Robins JM, "Optimal structural nested models for optimal sequential decisions", Proceedings of the second Seattle symposium in biostatistics (2004), Springer
- Moodie EEM, "Estimating optimal dynamic regimes: correcting bias under the null", Scand J Stat, 37, pp.126~146 (2010)
- Schulte PJ, "- and A-learning methods for estimating optimal dynamic treatment regimes", Stat Sci, 29, pp.640~661 (2014)
- Lu W, "Variable selection for optimal treatment decision", Stat Methods Med Res, 22, pp.493~504 (2013)
- Zhao Y, "Estimating individualized treatment rules using outcome weighted learning", J Am Stat Assoc, 107, pp.1106~1118 (2012)
- Zhou X, "Residual weighted learning for estimating individualized treatment rules", J Am Stat Assoc (2017)
- Song R, "On sparse representation for optimal individualized treatment selection with penalized outcome weighted learning", Statistics, 4, pp.59~68 (2015)
- Zhao Y, "Doubly robust learning for estimating individualized treatment with censored data", Biometrika, 102, pp.151~168 (2015)
- Laber E, "Tree-based methods for individualized treatment regimes", Biometrika, 102, pp.501~514 (2015)
- Zhu R, "Greedy outcome weighted tree learning of optimal personalized treatment rules", Biometrics (2017)
- Zhang B, "Robust estimation of optimal dynamic treatment regimes for sequential treatment decisions", Biometrika, 100, pp.681~694 (2013)
- Laber E, "Dynamic treatment regimes: technical challenges and applications", Electron J Stat, 8, pp.1225~1272 (2014)
- Chakraborty B, "Dynamic treatment regimes", Ann Rev Stat Appl, 1, pp.447~464 (2014)
- Huang X, "Optimization of multi-stage dynamic treatment regimes utilizing accumulated data", Stat Med, 34, pp.3424~3443 (2015)
- Zhao Y, "New statistical learning methods for estimating optimal dynamic treatment regimes", J Am Stat Assoc, 110, pp.583~598 (2015)
- Chakraborty B, "Inference for optimal dynamic treatment regimes using an adaptive m-out-of-n bootstrap scheme", Biometrics, 69, pp.714~723 (2013)
- Zhang Y, "Interpretable dynamic treatment regimes", arXiv:1606.01472, ~ (2016)
- Shi C, "High-dimensional A-learning for dynamic treatment regimes", Ann Stat (2017)
- Moodie EEM, "-learning for estimating optimal dynamic treatment rules from observational data", Can J Stat, 40, pp.629~645 (2012)
- Zhao YQ, "Estimation of optimal dynamic treatment regimes", Clin Trials, 11, pp.400~407 (2014)
- Liu Y, "Robust hybrid learning for estimating personalized dynamic treatment regimens", arxiv:1611.02314, ~ (2016)
- Rubin DB, "Causal inference using potential outcomes", J Am Stat Assoc, 100, pp.322~331 (2005)
- Pearl, J, "Causal inference in statistics: an overview", Statist Surv, 3, pp.96~146 (2009)
- Belloni A, "Program evaluation and causal inference with high-dimensional data", Econometrica, 85, pp.233~298 (2017)
- Farrell MH, "Robust inference on average treatment effects with possibly more covariates than observations", J Econometrics, 189, pp.1~23 (2015)
- Wager S, "Estimation and inference of heterogeneous treatment effects using random forests", arXiv:1510.04342, ~ (2016)
- Wiering M, "Reinforcement learning: state-of-the-art, volume 12" (2012), Springer
