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ESI Special Topics, February 2005
Citing URL: http://www.esi-topics.com/erf/2005/february05-YanWang.html

From •>>February 2005 - [late entry]

Yan Wang answers a few questions about this month's emerging research front in field of Mathematics:

Mathematics
Article: Jointly modeling longitudinal and event time data with application to acquired immunodeficiency syndrome
Authors: Wang, Y;Taylor, JMG
Journal: J AMER STATIST ASSN, 96: (455) 895-905, SEP 2001
Addresses:
Univ Calif Los Angeles, Sch Med, Dept Biomath, Los Angeles, CA 90025 USA.
Univ Calif Los Angeles, Sch Med, Dept Biomath, Los Angeles, CA 90025 USA.
Univ Michigan, Sch Publ Hlth, Dept Biostat, Ann Arbor, MI 48109 USA.


ST:  Why do you think your paper is highly cited?

The reasons might be two-fold:

  • (1) AIDS has become a major worldwide epidemic since it was first reported in the United States in 1981. To prevent and treat this disease, extensive research on AIDS is still required and will be needed for years to come.
  • (2) The methodology is general enough that it can be applied to many studies.

ST:  Does it describe a new discovery or new methodology that's useful to others?

The statistical methodology proposed in this paper can be used in many applications where the focus is to determine whether a biological marker can be used to predict survival outcome.

ST:  How did you become involved in this research?

It is the topic of my dissertation. My coauthor, Professor Jeremy G. Taylor of the University of Michigan, is the director of the University of Michigan Cancer Center Biostatistics Unit. Dr. Taylor was my dissertation advisor and is a leader in developing methodologies for analyzing AIDS data.

ST:  Could you summarize the significance of your paper in layman's terms?

In many medical studies it is common that a biological marker is collected repeatedly over time to monitor a disease’s progress. A treatment might affect the disease outcome via various pathways (e.g. completely through the marker, or partially through the marker, or independent of the marker.) It is logical and important to study the interrelationships among treatment, the marker, and the disease outcome simultaneously. Our paper proposed a flexible statistical approach to analyze these interrelationships and is general enough to be used in many applications.End

Yan Wang
Senior Statistician
Amylin Pharmaceuticals, Inc.
San Diego, California, USA

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ESI Special Topics, February 2005
Citing URL: http://www.esi-topics.com/erf/2005/february05-YanWang.html

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