Department of Environmental Science, Policy and Management, University of California, Berkeley, California, United States of America.
PLoS One. 2010 Apr 13;5(4):e10165. doi: 10.1371/journal.pone.0010165.
Nearly all mathematical models of vector-borne diseases have assumed that vectors die at constant rates. However, recent empirical research suggests that mosquito mortality rates are frequently age dependent. This work develops a simple mathematical model to assess how relaxing the classical assumption of constant mortality affects the predicted effectiveness of anti-vectorial interventions. The effectiveness of mosquito control when mosquitoes die at age dependent rates was also compared across different extrinsic incubation periods. Compared to a more realistic age dependent model, constant mortality models overestimated the sensitivity of disease transmission to interventions that reduce mosquito survival. Interventions that reduce mosquito survival were also found to be slightly less effective when implemented in systems with shorter EIPs. Future transmission models that examine anti-vectorial interventions should incorporate realistic age dependent mortality rates.
几乎所有的虫媒疾病数学模型都假设媒介以恒定的速率死亡。然而,最近的实证研究表明,蚊子的死亡率经常随年龄而变化。这项工作开发了一个简单的数学模型,以评估放松经典的死亡率恒定假设如何影响抗媒介干预的预测效果。还比较了在不同的外潜伏期下,当蚊子以年龄相关的速度死亡时,蚊子控制的效果。与更现实的年龄相关模型相比,恒定死亡率模型高估了降低蚊子存活率的干预措施对疾病传播的敏感性。当在 EIP 较短的系统中实施时,还发现减少蚊子生存的干预措施的效果略低。未来研究抗媒介干预的传播模型应该纳入现实的年龄相关死亡率。