Joint Analysis of Current Status and Marker Data: An Extension of a Bivariate Threshold Model
Abstract This paper considers joint analysis of current status and marker data using a threshold model based on first hitting times. A failure time is defined as the time at which a subject's latent health status process first decreases to zero. We extend the bivariate Wiener process model in W...
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Published in | The International Journal of Biostatistics Vol. 4; no. 1; pp. 21 - 34 |
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Main Authors | , , , |
Format | Journal Article |
Language | English |
Published |
Germany
bepress
16.10.2008
De Gruyter Berkeley Electronic Press |
Subjects | |
Online Access | Get full text |
ISSN | 1557-4679 1557-4679 |
DOI | 10.2202/1557-4679.1122 |
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Abstract | Abstract
This paper considers joint analysis of current status and marker data using a threshold model based on first hitting times. A failure time is defined as the time at which a subject's latent health status process first decreases to zero. We extend the bivariate Wiener process model in Whitmore et al. (1998) to the case when only current status data are available. We develop maximum likelihood estimation procedures and provide simulation studies. We apply our methods to a motivating example involving liver tumors in mice.
Recommended Citation
Tong, Xingwei; He, Xin; Sun, Jianguo; and Lee, Mei-Ling T.
(2008)
"Joint Analysis of Current Status and Marker Data: An Extension of a Bivariate Threshold Model,"
The International Journal of Biostatistics:
Vol. 4
:
Iss.
1, Article 21.
DOI: 10.2202/1557-4679.1122
Available at: http://www.bepress.com/ijb/vol4/iss1/21 |
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AbstractList | This paper considers joint analysis of current status and marker data using a threshold model based on first hitting times. A failure time is defined as the time at which a subject's latent health status process first decreases to zero. We extend the bivariate Wiener process model in Whitmore et al. (1998) to the case when only current status data are available. We develop maximum likelihood estimation procedures and provide simulation studies. We apply our methods to a motivating example involving liver tumors in mice. This paper considers joint analysis of current status and marker data using a threshold model based on first hitting times. A failure time is defined as the time at which a subject's latent health status process first decreases to zero. We extend the bivariate Wiener process model in Whitmore et al. (1998) to the case when only current status data are available. We develop maximum likelihood estimation procedures and provide simulation studies. We apply our methods to a motivating example involving liver tumors in mice.This paper considers joint analysis of current status and marker data using a threshold model based on first hitting times. A failure time is defined as the time at which a subject's latent health status process first decreases to zero. We extend the bivariate Wiener process model in Whitmore et al. (1998) to the case when only current status data are available. We develop maximum likelihood estimation procedures and provide simulation studies. We apply our methods to a motivating example involving liver tumors in mice. This paper considers joint analysis of current status and marker data using a threshold model based on first hitting times. A failure time is defined as the time at which a subject's latent health status process first decreases to zero. We extend the bivariate Wiener process model in Whitmore et al. (1998) to the case when only current status data are available. We develop maximum likelihood estimation procedures and provide simulation studies. We apply our methods to a motivating example involving liver tumors in mice. Abstract This paper considers joint analysis of current status and marker data using a threshold model based on first hitting times. A failure time is defined as the time at which a subject's latent health status process first decreases to zero. We extend the bivariate Wiener process model in Whitmore et al. (1998) to the case when only current status data are available. We develop maximum likelihood estimation procedures and provide simulation studies. We apply our methods to a motivating example involving liver tumors in mice. Recommended Citation Tong, Xingwei; He, Xin; Sun, Jianguo; and Lee, Mei-Ling T. (2008) "Joint Analysis of Current Status and Marker Data: An Extension of a Bivariate Threshold Model," The International Journal of Biostatistics: Vol. 4 : Iss. 1, Article 21. DOI: 10.2202/1557-4679.1122 Available at: http://www.bepress.com/ijb/vol4/iss1/21 |
Author | He, Xin Lee, Mei-Ling T Tong, Xingwei Sun, Jianguo |
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Snippet | Abstract
This paper considers joint analysis of current status and marker data using a threshold model based on first hitting times. A failure time is defined... This paper considers joint analysis of current status and marker data using a threshold model based on first hitting times. A failure time is defined as the... |
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SubjectTerms | Animals Biomarkers Biostatistics - methods bivariate Wiener process current status data Female first-hitting-time model General Biostatistics Health Status health status process Humans joint analysis Likelihood Functions Liver Neoplasms, Experimental - chemically induced Liver Neoplasms, Experimental - pathology Male marker process Mice Models, Statistical Statistical Models Statistical Theory and Methods Survival Analysis |
Title | Joint Analysis of Current Status and Marker Data: An Extension of a Bivariate Threshold Model |
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