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BioSense Program: Scientific Collaboration The 2010 Joint Statistical Meetings (JSM) Defense and National Security: Disease Surveillance Monday August 2nd, 2010: 10:30 AM-12:20 PM – Room: CC-10 (East) Vancouver, British Columbia (Canada) Taha A. Kass-Hout, MD, MS Deputy Director for Information Science and BioSenseProgram Manager Soyoun Park, MS (PhD Candidate) Statistician  Zhiheng (Roy) Xu, MS (PhD Candidate) Senior Research Scientist Paul C. McMurray, MDS Senior Statistician Division of Healthcare Information (DHI) Public Health Surveillance Program Office  (PHSPO) Office of Surveillance, Epidemiology, and Laboratory Services (OSELS) Centers for Disease Control & Prevention (CDC) Any views or opinions expressed here do not necessarily represent the views of the CDC, HHS, or any other entity of the United States government. Furthermore, the use of any product names, trade names, images, or commercial sources is for identification purposes only, and does not imply endorsement or government sanction by the U.S. Department of Health and Human Services.
BioSense Updated Vision … provide multi-purpose value in timely data for national public health situation awareness, routine public health practice, improving health outcomes and public health, and monitoring healthcare quality
Data Sources Civilian Hospitals ,[object Object]
8 health department sending data from 482 hospitals
165 facilities reporting ED data directly to CDC or a health departmentVeterans Affairs and Department of Defense ,[object Object],National Labs [LabCorp and Quest] ,[object Object],Hospital Labs ,[object Object],Pharmacies ,[object Object],[object Object]
Complementary Analytic Methods The data Available data from most recent day(s) may be unstable due to incomplete reporting and delays Instability of daily data: 2-3 day trends not consistently born out by subsequent observations Reporting latency of 1-3+ days The analytic methods [complimentary approach] Detect major changes using the Modified Early Aberration Reporting System (EARS) C2 method Find abnormalities in daily data Detect more subtle changes using the Change Point Analysis (CPA) method Detect the series mean-shifts in historical data Alternatives to the mean-shift model are currently being explored with the community Fill up the incomplete data with forecasting
Open-Access Scientific Collaboration  https://sites.google.com/site/changepointanalysis  58 Collaborators, > 100 users from 46 cities
Change Point Analysis (CPA) Purpose CPA aims at detecting any change in the mean of a process (e.g., time series) Benefits Detect change in historical data Investigate what might have caused the change Real-time trend analysis Example Did a change in % Influenza-like illness (ILI) occur?  Did more than one change occur? When did the changes occur? Since last change, is Influenza activity going up, down or stable? How confident are we that the change is a real one?
Change Point Analysis A change point indicates the series means shifts from its previous mean to another. The green piece-wise constant lines represent mean shifts.
Change Point Analysis Determine the Series Mean  Accumulate Running Sum of differences between Mean and individual values [residuals] Plot the cumulative sum of the residuals [CUSUM] for the time series The point farthest from 0 denotes a Change-Point (CP) Break into two sections at CP:  analyze each subseries for additional significant CPs, and repeat the process Bootstrapping provides us with a measure of the CP’s significance
Level 1: Find a change point maximizing |S| Initial Time Series Level 2: Find a change point on each sub-series  Level n: Final result Repeat the algorithm until no more change points are detected Apply CPA Apply CPA
Complementary Methods Aberration detection methods are generally better at detecting isolated or grouped abnormalities [assumption: mean is stable], while CPA is better at detecting subtle changes which may not be detected by aberration methods (assumption: mean is unstable). We use both methods in a complementary fashion to get better results.
Open Access Scientific Collaboration: Explore Alternative Methods & Address Limitations Alternative methods to mean-shift model Autocorrelation in biosurveillance data Bayesian CPA Weak prior Posterior distributions of the change points Example: R package bcp Structural change model Minimize the sum of squared residuals Advantage: Allows for auto-correlated time-series data Disadvantage:  Assumes a stationary process Asymptotic distribution for change points Example: R package strucchange
Bai, J. Estimation of a change point in multiple regression models. Review of Economics and Statistics, 79: 551-563, 1997. Bai, J. and Perron, P. Computation and analysis of multiple structural change models. Journal of Applied Economics, 18: 1-22, 2003. bcp: An R package for performing a Bayesian analysis of change point problems. Journal of Statistical Software, 23 (3): 1-13, 2007. Tokars, J., et.al. Enhancing Time-Series Detection Algorithms for Automated Biosurveillance.  Emerging Infectious Diseases, 15 (4): 533-539. Wayne A. Taylor, Change-Point Analysis: A Powerful New Tool for Detecting Changes.  Retrieved from  http://www.variation.com/anonftp/pub/changepoint.pdf References
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BioSense Program: Scientific Collaboration

  • 1. BioSense Program: Scientific Collaboration The 2010 Joint Statistical Meetings (JSM) Defense and National Security: Disease Surveillance Monday August 2nd, 2010: 10:30 AM-12:20 PM – Room: CC-10 (East) Vancouver, British Columbia (Canada) Taha A. Kass-Hout, MD, MS Deputy Director for Information Science and BioSenseProgram Manager Soyoun Park, MS (PhD Candidate) Statistician Zhiheng (Roy) Xu, MS (PhD Candidate) Senior Research Scientist Paul C. McMurray, MDS Senior Statistician Division of Healthcare Information (DHI) Public Health Surveillance Program Office (PHSPO) Office of Surveillance, Epidemiology, and Laboratory Services (OSELS) Centers for Disease Control & Prevention (CDC) Any views or opinions expressed here do not necessarily represent the views of the CDC, HHS, or any other entity of the United States government. Furthermore, the use of any product names, trade names, images, or commercial sources is for identification purposes only, and does not imply endorsement or government sanction by the U.S. Department of Health and Human Services.
  • 2. BioSense Updated Vision … provide multi-purpose value in timely data for national public health situation awareness, routine public health practice, improving health outcomes and public health, and monitoring healthcare quality
  • 3.
  • 4. 8 health department sending data from 482 hospitals
  • 5.
  • 6. Complementary Analytic Methods The data Available data from most recent day(s) may be unstable due to incomplete reporting and delays Instability of daily data: 2-3 day trends not consistently born out by subsequent observations Reporting latency of 1-3+ days The analytic methods [complimentary approach] Detect major changes using the Modified Early Aberration Reporting System (EARS) C2 method Find abnormalities in daily data Detect more subtle changes using the Change Point Analysis (CPA) method Detect the series mean-shifts in historical data Alternatives to the mean-shift model are currently being explored with the community Fill up the incomplete data with forecasting
  • 7. Open-Access Scientific Collaboration https://sites.google.com/site/changepointanalysis 58 Collaborators, > 100 users from 46 cities
  • 8. Change Point Analysis (CPA) Purpose CPA aims at detecting any change in the mean of a process (e.g., time series) Benefits Detect change in historical data Investigate what might have caused the change Real-time trend analysis Example Did a change in % Influenza-like illness (ILI) occur? Did more than one change occur? When did the changes occur? Since last change, is Influenza activity going up, down or stable? How confident are we that the change is a real one?
  • 9. Change Point Analysis A change point indicates the series means shifts from its previous mean to another. The green piece-wise constant lines represent mean shifts.
  • 10. Change Point Analysis Determine the Series Mean Accumulate Running Sum of differences between Mean and individual values [residuals] Plot the cumulative sum of the residuals [CUSUM] for the time series The point farthest from 0 denotes a Change-Point (CP) Break into two sections at CP: analyze each subseries for additional significant CPs, and repeat the process Bootstrapping provides us with a measure of the CP’s significance
  • 11. Level 1: Find a change point maximizing |S| Initial Time Series Level 2: Find a change point on each sub-series Level n: Final result Repeat the algorithm until no more change points are detected Apply CPA Apply CPA
  • 12. Complementary Methods Aberration detection methods are generally better at detecting isolated or grouped abnormalities [assumption: mean is stable], while CPA is better at detecting subtle changes which may not be detected by aberration methods (assumption: mean is unstable). We use both methods in a complementary fashion to get better results.
  • 13. Open Access Scientific Collaboration: Explore Alternative Methods & Address Limitations Alternative methods to mean-shift model Autocorrelation in biosurveillance data Bayesian CPA Weak prior Posterior distributions of the change points Example: R package bcp Structural change model Minimize the sum of squared residuals Advantage: Allows for auto-correlated time-series data Disadvantage: Assumes a stationary process Asymptotic distribution for change points Example: R package strucchange
  • 14. Bai, J. Estimation of a change point in multiple regression models. Review of Economics and Statistics, 79: 551-563, 1997. Bai, J. and Perron, P. Computation and analysis of multiple structural change models. Journal of Applied Economics, 18: 1-22, 2003. bcp: An R package for performing a Bayesian analysis of change point problems. Journal of Statistical Software, 23 (3): 1-13, 2007. Tokars, J., et.al. Enhancing Time-Series Detection Algorithms for Automated Biosurveillance. Emerging Infectious Diseases, 15 (4): 533-539. Wayne A. Taylor, Change-Point Analysis: A Powerful New Tool for Detecting Changes. Retrieved from http://www.variation.com/anonftp/pub/changepoint.pdf References
  • 15. Thank YOU! Follow BioSense on Twitter Join BioSense on Facebook
  • 16. Data Sources As of May 2010

Notas do Editor

  1. A total of 640 civilian hospitals [~12% of EDs in the US in 28 jurisdictions] currently represented in BioSense comprised 8 health department sending data from 482 hospitals, 165 facilities reporting ED data directly to CDC or a health department.
  2. Public health surveillance is best characterized as cyclical (Buckeridge and Cadieux 2007), with steps ranging from identifying individual case to detecting population patterns to conveying information for action.
  3. Identify days when disease indicator activity is higher than expectedAlert at the three-sigma levelEarly Aberration Reporting System (EARS)Modified Early Aberration Reporting System (EARS) C2 Algorithm*