An index of local sensitivity to non-ignorability for multivariate longitudinal mixed data with potential non-random dropout
Multivariate longitudinal data with mixed continuous and discrete responses with the possibility of non‐ignorable missingness are often common in follow‐up medical studies and their analysis needs to be developed. Standard methods of analysis based on the strong and the unverifiable assumption of mi...
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Published in | Statistics in medicine Vol. 29; no. 17; pp. 1779 - 1792 |
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Main Authors | , |
Format | Journal Article |
Language | English |
Published |
Chichester, UK
John Wiley & Sons, Ltd
30.07.2010
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Online Access | Get full text |
ISSN | 0277-6715 1097-0258 1097-0258 |
DOI | 10.1002/sim.3948 |
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Abstract | Multivariate longitudinal data with mixed continuous and discrete responses with the possibility of non‐ignorable missingness are often common in follow‐up medical studies and their analysis needs to be developed. Standard methods of analysis based on the strong and the unverifiable assumption of missing at random (MAR) mechanism could be highly misleading. A way out of this problem is to start with methods that simultaneously allow modelling non‐ignorable mechanism, which includes somehow troubling computations that are often time consuming, then we can use a sensitivity analysis, in which one estimates models under a range of assumptions about non‐ignorability parameters to study the impact of these parameters on key inferences. A general index of sensitivity to non‐ignorability (ISNI) to measure sensitivity of key inferences in a neighborhood of MAR model without fitting a complicated not MAR (NMAR) model for univariate generalized linear models and for models used for univariate longitudinal normal and non‐Gaussian data with potentially NMAR dropout are well presented in the literature. In this paper we extend ISNI methodology to analyze multivariate longitudinal mixed data subject to non‐ignorable dropout in which the non‐ignorable dropout model could be dependent on the mixed responses. The approach is illustrated by analyzing a longitudinal data set in which the general substantive goal of the study is to better understand the relations between parental assessment of child's antisocial behavior and child's reading recognition skill. Copyright © 2010 John Wiley & Sons, Ltd. |
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AbstractList | Multivariate longitudinal data with mixed continuous and discrete responses with the possibility of non-ignorable missingness are often common in follow-up medical studies and their analysis needs to be developed. Standard methods of analysis based on the strong and the unverifiable assumption of missing at random (MAR) mechanism could be highly misleading. A way out of this problem is to start with methods that simultaneously allow modelling non-ignorable mechanism, which includes somehow troubling computations that are often time consuming, then we can use a sensitivity analysis, in which one estimates models under a range of assumptions about non-ignorability parameters to study the impact of these parameters on key inferences. A general index of sensitivity to non-ignorability (ISNI) to measure sensitivity of key inferences in a neighborhood of MAR model without fitting a complicated not MAR (NMAR) model for univariate generalized linear models and for models used for univariate longitudinal normal and non-Gaussian data with potentially NMAR dropout are well presented in the literature. In this paper we extend ISNI methodology to analyze multivariate longitudinal mixed data subject to non-ignorable dropout in which the non-ignorable dropout model could be dependent on the mixed responses. The approach is illustrated by analyzing a longitudinal data set in which the general substantive goal of the study is to better understand the relations between parental assessment of child's antisocial behavior and child's reading recognition skill.Multivariate longitudinal data with mixed continuous and discrete responses with the possibility of non-ignorable missingness are often common in follow-up medical studies and their analysis needs to be developed. Standard methods of analysis based on the strong and the unverifiable assumption of missing at random (MAR) mechanism could be highly misleading. A way out of this problem is to start with methods that simultaneously allow modelling non-ignorable mechanism, which includes somehow troubling computations that are often time consuming, then we can use a sensitivity analysis, in which one estimates models under a range of assumptions about non-ignorability parameters to study the impact of these parameters on key inferences. A general index of sensitivity to non-ignorability (ISNI) to measure sensitivity of key inferences in a neighborhood of MAR model without fitting a complicated not MAR (NMAR) model for univariate generalized linear models and for models used for univariate longitudinal normal and non-Gaussian data with potentially NMAR dropout are well presented in the literature. In this paper we extend ISNI methodology to analyze multivariate longitudinal mixed data subject to non-ignorable dropout in which the non-ignorable dropout model could be dependent on the mixed responses. The approach is illustrated by analyzing a longitudinal data set in which the general substantive goal of the study is to better understand the relations between parental assessment of child's antisocial behavior and child's reading recognition skill. Multivariate longitudinal data with mixed continuous and discrete responses with the possibility of non‐ignorable missingness are often common in follow‐up medical studies and their analysis needs to be developed. Standard methods of analysis based on the strong and the unverifiable assumption of missing at random (MAR) mechanism could be highly misleading. A way out of this problem is to start with methods that simultaneously allow modelling non‐ignorable mechanism, which includes somehow troubling computations that are often time consuming, then we can use a sensitivity analysis, in which one estimates models under a range of assumptions about non‐ignorability parameters to study the impact of these parameters on key inferences. A general index of sensitivity to non‐ignorability (ISNI) to measure sensitivity of key inferences in a neighborhood of MAR model without fitting a complicated not MAR (NMAR) model for univariate generalized linear models and for models used for univariate longitudinal normal and non‐Gaussian data with potentially NMAR dropout are well presented in the literature. In this paper we extend ISNI methodology to analyze multivariate longitudinal mixed data subject to non‐ignorable dropout in which the non‐ignorable dropout model could be dependent on the mixed responses. The approach is illustrated by analyzing a longitudinal data set in which the general substantive goal of the study is to better understand the relations between parental assessment of child's antisocial behavior and child's reading recognition skill. Copyright © 2010 John Wiley & Sons, Ltd. Multivariate longitudinal data with mixed continuous and discrete responses with the possibility of non-ignorable missingness are often common in follow-up medical studies and their analysis needs to be developed. Standard methods of analysis based on the strong and the unverifiable assumption of missing at random (MAR) mechanism could be highly misleading. A way out of this problem is to start with methods that simultaneously allow modelling non-ignorable mechanism, which includes somehow troubling computations that are often time consuming, then we can use a sensitivity analysis, in which one estimates models under a range of assumptions about non-ignorability parameters to study the impact of these parameters on key inferences. A general index of sensitivity to non-ignorability (ISNI) to measure sensitivity of key inferences in a neighborhood of MAR model without fitting a complicated not MAR (NMAR) model for univariate generalized linear models and for models used for univariate longitudinal normal and non-Gaussian data with potentially NMAR dropout are well presented in the literature. In this paper we extend ISNI methodology to analyze multivariate longitudinal mixed data subject to non-ignorable dropout in which the non-ignorable dropout model could be dependent on the mixed responses. The approach is illustrated by analyzing a longitudinal data set in which the general substantive goal of the study is to better understand the relations between parental assessment of child's antisocial behavior and child's reading recognition skill. |
Author | Ganjali, M. Mahabadi, S. Eftekhari |
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Cites_doi | 10.1093/biomet/79.3.441 10.1002/9781119013563 10.2307/2533101 10.1080/01621459.1998.10473795 10.1111/j.0006-341X.2001.00007.x 10.1080/01621459.1999.10473862 10.1111/1467-9868.00318 10.1191/1740774504cn005oa 10.1080/01621459.1995.10476583 10.1002/sim.2107 10.2307/1909757 10.1080/03610920008832623 10.1093/biomet/63.3.581 10.1016/j.csda.2004.10.009 10.1111/1467-9868.00055 10.1017/S0954579400004399 10.1201/9781420011180 10.1111/j.1467-6494.1989.tb00487.x 10.1214/aoms/1177705052 10.1002/sim.3117 |
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References_xml | – reference: Jansen I, Hens N, Molenberghs G, Aerts M, Verbeke G, Kenward MG. The nature of sensitivity in missing not at random models. Computational Statistics and Data Analysis 2006; 50:830-858. – reference: Rubin DB. Inference and missing data. Biometrika 1976; 63:581-592. – reference: Leon AR, Carriere KC. On the one sample location hypothesis for mixed bivariate data. Communications in Statistics-Theory and Methods 2000; 29:2573-2581. – reference: Copas JB, Eguchi S. Local sensitivity approximations for selectivity bias. Journal of the Royal Statistical Society, Series B 2001; 63:871-895. – reference: Xie H. A local sensitivity analysis approach to longitudinal non-Gaussian data with non-ignorable dropout. Statistics in Medicine 2008; 27:3155-3177. – reference: Ganjali M. A model for mixed continuous and discrete responses with possibility of missing responses. Journal of Sciences, Islamic Republic of Iran 2003; 14(1):53-60. – reference: Reid JB. Prevention of conduct disorder before and after school entry. Relating Interventions to Developmental Findings. Development and Psychopathology 1993; 5:243-262. – reference: Troxel AB, Ma G, Heitjan DF. An index of sensitivity to nonignorability. Statistica Sinica 2004; 14:1221-1237. – reference: Copas JB, Li HG. Inference for non-random samples (with Discussion). Journal of the Royal Statistical Society, Series B 1997; 59:55-95. – reference: Fitzmaurce GM, Laird NM. Regression models for bivariate discrete and continuous outcome with clustering. Journal of the American Statistical Association 1995; 90:845-852. – reference: Caspi A, Bem DJ, Elder GH. Continuities and consequences of interactional styles across the life course. Journal of Personality 1989; 57:375-406. – reference: Wilson JQ, Herrnstein RJ. Crime and Human Nature. Simon and Schuster: New York, 1985. – reference: Kazdin AE. Treatment of conduct disorder: progress and directions in psychotherapy research. Development and Psychopathology 1993; 5:277-310. – reference: Ma G, Troxel AB, Heitjan DF. An index of local sensitivity to nonignorable dropout in longitudinal modeling. Statistics in Medicine 2005; 24:2129-2150. – reference: Olkin L, Tate RF. Multivariate correlation models with mixed discrete and continuous variables. Annals of Mathematical Statistics 1961; 32:448-456. – reference: Daniels MJ, Hogan JW. Missing Data in Longitudinal Studies. Chapman and Hall, CRC: London, Boca Raton, 2008. – reference: Ganjali M, Shafie K. A transition model for an ordered cluster of mixed continuous and discrete responses with non-monotone missingness. Journal of Applied Statistical Sciences 2007; 15(3):331-343. – reference: Rotnitzky A, Robins JM, Scharfstein DO. Semiparametric regression for repeated outcomes with nonignorable nonresponse. Journal of the American Statistical Association 1998; 93:1321-1339. – reference: Little RJA, Rubin DB. Statistical Analysis with Missing Data. Wiley: New York, 2002. – reference: Verbeke G, Molenberghs G, Thijs H, Lesaffre E, Kenward MG. Sensitivity analysis for nonrandom dropout: a local influence approach. Biometrics 2001; 57:7-14. – reference: Heckman JJ. Dummy endogenous variable in a simultaneous equation system. Econometrica 1978; 46(6):931-959. – reference: Xie H, Heitjan DF. Sensitivity analysis of causal inference in a clinical trial subject to crossover. Clinical Trials 2004; 1:21-30. – reference: Scharfstein DO, Rotnitzky A, Robins JM. Adjusting for nonignorable dropouts using semiparametric nonresponse models. Journal of the American Statistical Association 1999; 94:1096-1120. – reference: Patterson GR, Reid JB, Dishion TJ. mAntisocial Boys. Castalia: Eugene, OR, 1992. – reference: Cox DR, Wermuth N. Response models for mixed binary and quantitative variables. Biometrika 1992; 79(3):441-461. – reference: Catalano P, Ryan LM. Bivariate latent variable models for clustered discrete and continuous outcomes. Journal of the American Statistical Association 1992; 50(3):1078-1095. – reference: Fitzmaurice GM, Laird NM. Regression models for mixed discrete and continuous responses with potentially missing values. 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SubjectTerms | Child Child Behavior - psychology Child Development Child, Preschool Data Interpretation, Statistical discrete and continuous responses Humans latent variables Longitudinal Studies longitudinal study missing responses Models, Statistical Patient Dropouts Reading sensitivity analysis |
Title | An index of local sensitivity to non-ignorability for multivariate longitudinal mixed data with potential non-random dropout |
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