Literature DB >> 34790021

Representation Learning for Integrating Multi-domain Outcomes to Optimize Individualized Treatments.

Yuan Chen1, Donglin Zeng2, Tianchen Xu1, Yuanjia Wang1.   

Abstract

For mental disorders, patients' underlying mental states are non-observed latent constructs which have to be inferred from observed multi-domain measurements such as diagnostic symptoms and patient functioning scores. Additionally, substantial heterogeneity in the disease diagnosis between patients needs to be addressed for optimizing individualized treatment policy in order to achieve precision medicine. To address these challenges, we propose an integrated learning framework that can simultaneously learn patients' underlying mental states and recommend optimal treatments for each individual. This learning framework is based on the measurement theory in psychiatry for modeling multiple disease diagnostic measures as arising from the underlying causes (true mental states). It allows incorporation of the multivariate pre- and post-treatment outcomes as well as biological measures while preserving the invariant structure for representing patients' latent mental states. A multi-layer neural network is used to allow complex treatment effect heterogeneity. Optimal treatment policy can be inferred for future patients by comparing their potential mental states under different treatments given the observed multi-domain pre-treatment measurements. Experiments on simulated data and a real-world clinical trial data show that the learned treatment polices compare favorably to alternative methods on heterogeneous treatment effects, and have broad utilities which lead to better patient outcomes on multiple domains.

Entities:  

Year:  2020        PMID: 34790021      PMCID: PMC8593913     

Source DB:  PubMed          Journal:  Adv Neural Inf Process Syst        ISSN: 1049-5258


  19 in total

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Authors:  Kenneth A Bollen
Journal:  Annu Rev Psychol       Date:  2002       Impact factor: 24.137

Review 2.  Assessing health status and quality-of-life instruments: attributes and review criteria.

Authors:  Neil Aaronson; Jordi Alonso; Audrey Burnam; Kathleen N Lohr; Donald L Patrick; Edward Perrin; Ruth E Stein
Journal:  Qual Life Res       Date:  2002-05       Impact factor: 4.147

3.  A rating scale for depression.

Authors:  M HAMILTON
Journal:  J Neurol Neurosurg Psychiatry       Date:  1960-02       Impact factor: 10.154

4.  A Simple Method for Estimating Interactions between a Treatment and a Large Number of Covariates.

Authors:  Lu Tian; Ash A Alizadeh; Andrew J Gentles; Robert Tibshirani
Journal:  J Am Stat Assoc       Date:  2014-10       Impact factor: 5.033

5.  Deep advantage learning for optimal dynamic treatment regime.

Authors:  Shuhan Liang; Wenbin Lu; Rui Song
Journal:  Stat Theory Relat Fields       Date:  2018-05-16

6.  PERFORMANCE GUARANTEES FOR INDIVIDUALIZED TREATMENT RULES.

Authors:  Min Qian; Susan A Murphy
Journal:  Ann Stat       Date:  2011-04-01       Impact factor: 4.028

7.  Augmented outcome-weighted learning for estimating optimal dynamic treatment regimens.

Authors:  Ying Liu; Yuanjia Wang; Michael R Kosorok; Yingqi Zhao; Donglin Zeng
Journal:  Stat Med       Date:  2018-06-05       Impact factor: 2.373

8.  Structure and measurement of depression in youths: applying item response theory to clinical data.

Authors:  David A Cole; Li Cai; Nina C Martin; Robert L Findling; Eric A Youngstrom; Judy Garber; John F Curry; Janet S Hyde; Marilyn J Essex; Bruce E Compas; Ian M Goodyer; Paul Rohde; Kevin D Stark; Marcia J Slattery; Rex Forehand
Journal:  Psychol Assess       Date:  2011-05-02

9.  The latent structure of psychiatric symptoms across mental disorders as measured with the PANSS and BPRS-18.

Authors:  Richard A Van Dorn; Sarah L Desmarais; Kevin J Grimm; Stephen J Tueller; Kiersten L Johnson; Brian G Sellers; Marvin S Swartz
Journal:  Psychiatry Res       Date:  2016-08-09       Impact factor: 3.222

10.  New Statistical Learning Methods for Estimating Optimal Dynamic Treatment Regimes.

Authors:  Ying-Qi Zhao; Donglin Zeng; Eric B Laber; Michael R Kosorok
Journal:  J Am Stat Assoc       Date:  2015       Impact factor: 5.033

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