Miller G Y, Forster D L, Tsai J, Bech-Nielsen S
Department of Veterinary Preventive Medicine, College of Veterinary Medicine, Ohio State University, Columbus 43210.
Am J Vet Res. 1994 May;55(5):628-35.
Epidemiologic modeling of the likely herd-to-herd transmission of pseudorabies virus (PRV) was developed to assess the progress and potential for the PRV-eradication program in the United States. The herd-to-herd transmission of PRV over a 20-year period (1993 to 2012) in the United States was simulated under various scenarios, which included variable program-funding levels and variable prevalences. A transition model (Markov process model) was used to predict yearly changes in herd prevalence of PRV infection. Five mutually exclusive states of nature for herds were assumed: uninfected and not vaccinated; uninfected and vaccinated; known to be infected and not vaccinated; known to be infected and vaccinated; and infected, but not known to be infected. Three prevalences for states in the United States were assumed: higher prevalence, moderate prevalence, and lower prevalence. Three funding levels were assumed: no eradication program, continued funding at the current level, and increased funding of 25%. Estimates made by an expert panel for determining probabilities in the state-transition matrices were used. A model also was developed, and was considered to be the most optimistic scenario likely under increased funding of 25%. The most optimistic estimates of the probabilities that still lay within the range of estimates made by the expert panel were used for this model. Only the optimistic transmission matrices allowed for total eradication of PRV.(ABSTRACT TRUNCATED AT 250 WORDS)
为评估美国伪狂犬病病毒(PRV)根除计划的进展和潜力,开展了PRV可能的 herd-to-herd 传播的流行病学建模。在美国,模拟了20年期间(1993年至2012年)PRV的 herd-to-herd 传播情况,涵盖了不同的情景,包括不同的计划资金水平和不同的流行率。使用了一个转换模型(马尔可夫过程模型)来预测PRV感染的畜群流行率的年度变化。假定畜群有五种相互排斥的自然状态:未感染且未接种疫苗;未感染且接种疫苗;已知感染且未接种疫苗;已知感染且接种疫苗;以及感染但未知感染。假定美国各状态有三种流行率:高流行率、中等流行率和低流行率。假定有三种资金水平:无根除计划、维持当前资金水平以及增加25%的资金。使用了一个专家小组对状态转换矩阵中的概率进行估计。还开发了一个模型,该模型被认为是在增加25%资金情况下可能出现的最乐观情景。此模型使用了仍在专家小组估计范围内的最乐观概率估计值。只有乐观的传播矩阵才允许完全根除PRV。(摘要截短至250字)