Title page for ETD etd-05042010-230757


Type of Document Dissertation
Author Gan, Linmin
Author's Email Address gan@vt.edu
URN etd-05042010-230757
Title Adaptive Threshold Method for Monitoring Rates in Public Health Surveillance
Degree PhD
Department Statistics
Advisory Committee
Advisor Name Title
Woodall, William H. Committee Chair
Kim, Dong-Yun Committee Member
Leman, Scotland C. Committee Member
Reynolds, Marion R. Jr. Committee Member
Keywords
  • Negative binomial distribution
  • Outbreak detection
  • Recurrence interval
  • Exponentially weighted moving average chart
  • Biosurveillance
Date of Defense 2010-04-30
Availability restricted
Abstract
We examine some of the methodologies implemented by the Centers for Disease Control and Prevention’s (CDC) BioSense program. The program uses data from hospitals and public health departments to detect outbreaks using the Early Aberration Reporting System (EARS). The EARS method W2 allows one to monitor syndrome counts (W2count) from each source and the proportion of counts of a particular syndrome relative to the total number of visits (W2rate). We investigate the performance of the W2r method designed using an empiric recurrence interval (RI) in this dissertation research. An adaptive threshold monitoring method is introduced based on fitting sample data to the underlying distributions, then converting the current value to a Z-score through a p-value. We compare the upper thresholds on the Z-scores required to obtain given values of the recurrence interval for different sets of parameter values. We then simulate one-week outbreaks in our data and calculate the proportion of times these methods correctly signal an outbreak using Shewhart and exponentially weighted moving average (EWMA) charts. Our results indicate the adaptive threshold method gives more consistent statistical performance across different parameter sets and amounts of baseline historical data used for computing the statistics. For the power analysis, the EWMA chart is superior to its Shewhart counterpart in nearly all cases, and the adaptive threshold method tends to outperform the W2 rate method. Two modified W2r methods proposed in the dissertation also tend to outperform the W2r method in terms of the RI threshold functions and in the power analysis.
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