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First International Workshop in Sequential Methodologies |
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Contributing to theoretical and applied aspects of
sequential methodologies in all areas of statistical science and
applications.
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Committees/Organizers Plenary Speakers Sponsors Important Dates Registration Abstract Submission Program/Schedule Special Attractions Conference Proceedings Hotel/Transport Auburn Tourism Contact Information
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Scientific Program Committee (Updating to Continue)
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| Auburn University | Sequential Analysis | |||
| University of Connecticut | Taylor & Francis Group | |||
Atanu Biswas (Indian Statistical Institute, Kolkata)
Yuan-chin Ivan Chang (Academia Sinica, Taiwan): Machine Learning
D. S. Coad
(Queen Mary, University of London, U.K.): Chemical Kinetics and Clinical
Trials
Sujay Datta
Savas Dayanik (Princeton University, U.S.A.): Sequential Change-Detection Methods for Continuous-Time Stochastic Processes
Vladimir Dragalin (GlaxoSmithKline, U.S.A.): Adaptive Model-based Designs for Dose-finding Studies
Marianne Frisén (Göteborg University, Sweden)
Malay Ghosh (University of Florida, U.S.A.): Sequential Clinical Trials
David Goldsman
Edit Gombay
Allan Gut
(Uppsala Universität, Sweden):
Monitoring Changes in Time
Series
A. Hussein
(University of Windsor, Canada)
Albrecht Irle
Zhezhen Jin
Seong-Hee Kim
Qing Liu (Johnson & Johnson PRD, U.S.A.): Adaptive Group Sequential Trials
Wei Liu (University of Southampton, U.K.)
K. L. Mehra
Yajun Mei
Nitis Mukhopadhyay
(Chair, University of Connecticut,
U.S.A.):
Panel Discussion on the Journal, Sequential Analysis
Igor Nikiforov (Institut Charles Delaunay, Université de Technologie de Troyes, France):
1. Sequential Change Detection/Isolation with Applications
2. Applications of Change Detection
Barry L. Nelson
Tumulesh K. S.
Solanky (University
of New Orleans, U.S.A.)
Josef Steinebach (Universität zu Köln, Germany): Monitoring Changes in Time Series
Kai Fun Yu (National Institutes of Health, U.S.A.): Sequential Clinical Trials
Wojciecj Niemiro
Shelley Zacks (Binghamton University, U.S.A.): Distributions of Stopping Times in Sequential Analysis