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Research Estimating Foodborne Gastroenteritis, AustraliaGillian Hall,*
Martyn D. Kirk,† Niels Becker,* Joy E. Gregory,‡ Leanne Unicomb,§ Geoffrey
Millard,¶ Russell Stafford,# Karin Lalor,‡ and the OzFoodNet Working Group AppendixData and Adjustment FactorsRaw data sources and adjustments required are shown in Appendix Table 1. Adjustment for UnderreportingIn the calculations for determining the underreporting factor from the community, the sensitivity of laboratory tests was estimated to be ≈90% (on the basis of estimates for Salmonella and Shigella testing in Australia), and laboratory reporting was estimated at 100%. The underreporting factors were based on information from various sources as outlined in Appendix Table 2. Adjustment for Overseas-acquired CasesNotifiable data from the states of Victoria and South Australia were used to estimate the proportion of cases that were acquired overseas for different pathogens as shown in Appendix Table 1. The relevant proportion of cases was subtracted from the estimates. Adjustment for Underreporting of Outbreaks Compared with SurveillanceThe outbreak factor describes the relationship between the number of cases identified in outbreaks, and the number of cases that would have been identified by surveillance had the disease been a notifiable illness. Since the pathogens of interest are not actually reported to surveillance, the outbreak factor was based on Salmonella data that were reported to both surveillance and a database of outbreaks in Victoria from 1998 to 2002. The plausible distribution of the outbreak factor was deduced from a comparison of the number of Salmonella notifications and the number of Salmonella cases identified in outbreaks. On average, we found 14 times as many notifications as cases identified in outbreaks in Victoria, with variability each year. The outbreak factor was simulated as a normal distribution with a mean of 14 and a standard deviation of 4. The illness severity for the 3 pathogens, based on outbreak data, was moderate, so the underreporting factor for moderate illness was used. Simulation Technique to Account for Uncertainty
Wherever uncertainty existed for a factor used in the calculations, a simulated distribution of plausible values was used to model the uncertainty in that factor, rather than a point estimate. In the absence of definitive, statistically sound data, decisions about the plausible distribution of values are based on a reasonable interpretation of real data. In other words, the parameters of the plausible distribution are not necessarily based on a statistically derived value but on judgments guided by the best available data. The different distributions are used to simulate 1,000 plausible values, and the most likely values have the greatest frequency. The median was used as the central estimate, and the credible interval was taken as the 2.5–97.5 percentile of the simulated distributions. The width of the credible interval of the final estimate is therefore determined by the precision with which each of the component probabilities is estimated. An example of the simulation technique is shown in the Appendix Figure. It shows the estimation of the number of community cases of campylobacteriosis by using Notifiable Diseases Surveillance data, leading to the estimate of the number of foodborne cases of Campylobacter infection for Australia.
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This page posted July
13, 2005 |
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Emerging
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