The use of multiple informants (parents, teachers, children, clinicians, peers) is generally regarded as the best approach to obtain information about children's mental health, social functioning, and service use and outcomes. Some of the difficulties encountered in combining data from multiple informants include systematic differences between informants with regard to some outcomes, a relatively low level of informant agreement, and missing information for some informants. A number of strategies are currently employed by researchers in multiple-informant studies, but no single approach has been embraced as a standard, especially for the case where ratings are categorical. This proposal seeks funding to pursue a line of research recently initiated by ourselves and aims to develop methodology for the analysis of repeated (longitudinal) categorical outcomes obtained from multiple informants. For this work, we propose a likelihood-based method (multivariate logistic regression and its extensions for categorical data), which is similar in concept to multivariate analysis of repeated measures used for continuous outcomes. Under a unified framework, this approach will allow us to: 1) test if the effects of risk factors of psychopathology or of predictors of service use vary by informant and obtain a combined estimate across informants if they do not )""""""""marginal"""""""" analyses); 2) assess informant agreement (""""""""agreement"""""""" analyses); 3) assess the effect of time on psychopathology or service use (longitudinal analyses); and 4) fully utilize all the data, even if some children are missing data from an informant or at a time point. We plan to develop the software to apply this methodology to existing data (e.g., a Connecticut survey of children's mental health using parent and teacher ratings and a Boston longitudinal study of mental illness in children and adolescents) that have not been fully analyzed so far. The proposed methods will also be directly applicable to the future analysis of data obtained from several recent NIMH initiatives, including the multi-site UNOCCAP project and other community-based collaborative studies.

Agency
National Institute of Health (NIH)
Institute
National Institute of Mental Health (NIMH)
Type
Research Project (R01)
Project #
5R01MH054693-02
Application #
2416119
Study Section
Services Research Review Committee (SER)
Project Start
1996-08-01
Project End
1999-04-30
Budget Start
1997-06-01
Budget End
1998-04-30
Support Year
2
Fiscal Year
1997
Total Cost
Indirect Cost
Name
Harvard University
Department
Biostatistics & Other Math Sci
Type
Schools of Public Health
DUNS #
082359691
City
Boston
State
MA
Country
United States
Zip Code
02115
White, Ian R; Carpenter, James; Horton, Nicholas J (2018) A mean score method for sensitivity analysis to departures from the missing at random assumption in randomised trials. Stat Sin 28:1985-2003
Lin, Yan; Lipsitz, Stuart R; Sinha, Debajyoti et al. (2018) Exact Bayesian p-values for a test of independence in a 2?×?2 contingency table with missing data. Stat Methods Med Res 27:3411-3419
Lipsitz, Stuart R; Fitzmaurice, Garrett M; Sinha, Debajyoti et al. (2015) Testing for independence in J×K contingency tables with complex sample survey data. Biometrics 71:832-40
Busch, Alisa B; Yoon, Frank; Barry, Colleen L et al. (2013) The effects of mental health parity on spending and utilization for bipolar, major depression, and adjustment disorders. Am J Psychiatry 170:180-7
Barry, Colleen L; Chien, Alyna T; Normand, Sharon-Lise T et al. (2013) Parity and out-of-pocket spending for children with high mental health or substance abuse expenditures. Pediatrics 131:e903-11
Lipsitz, Stuart R; Fitzmaurice, Garrett M; Regenbogen, Scott E et al. (2013) Bias correction for the proportional odds logistic regression model with application to a study of surgical complications. J R Stat Soc Ser C Appl Stat 62:233-250
Bhaumik, Dulal K; Amatya, Anup; Normand, Sharon-Lise et al. (2012) Meta-Analysis of Rare Binary Adverse Event Data. J Am Stat Assoc 107:555-567
White, Ian R; Carpenter, James; Horton, Nicholas J (2012) Including all individuals is not enough: lessons for intention-to-treat analysis. Clin Trials 9:396-407
Teixeira-Pinto, Armando; Normand, Sharon-Lise (2011) MISSING DATA IN REGRESSION MODELS FOR NON-COMMENSURATE MULTIPLE OUTCOMES. Revstat Stat J 9:37-55
Javaras, Kristin N; Goldsmith, H Hill; Laird, Nan M (2011) Estimating the effect of a predictor measured by two informants on a continuous outcome: a comparison of methods. Epidemiology 22:390-9

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