Departamento de Ciencias Matemáticas, Universidad EAFIT, Medellín, Antioquia, Colombia.
Departamento de Ciencias Biológicas, Universidad EAFIT, Medellín, Antioquia, Colombia.
PLoS One. 2020 Mar 11;15(3):e0229668. doi: 10.1371/journal.pone.0229668. eCollection 2020.
Dengue disease is a major problem for public health surveillance entities in tropical and subtropical regions having a significant impact not only epidemiological but social and economical. There are many factors involved in the dengue transmission process. We can evaluate the importance of these factors through the formulation of mathematical models. However, the majority of the models presented in the literature tend to be overparameterized, with considerable uncertainty levels and excessively complex formulations. We aim to evaluate the structure, complexity, trustworthiness, and suitability of three models, for the transmission of dengue disease, through different strategies. To achieve this goal, we perform structural and practical identifiability, sensitivity and uncertainty analyses to these models. The results showed that the simplest model was the most appropriate and reliable when the only available information to fit them is the cumulative number of reported dengue cases in an endemic municipality of Colombia.
登革热疾病是热带和亚热带地区公共卫生监测实体的主要问题,不仅对流行病学,而且对社会和经济都有重大影响。登革热传播过程涉及许多因素。我们可以通过制定数学模型来评估这些因素的重要性。然而,文献中提出的大多数模型往往存在过度参数化的问题,不确定性水平较高,并且模型的公式过于复杂。我们旨在通过不同的策略来评估三种用于登革热传播模型的结构、复杂性、可信度和适用性。为了实现这一目标,我们对这些模型进行了结构和实际可识别性、敏感性和不确定性分析。结果表明,当唯一可用于拟合它们的信息是哥伦比亚一个地方性行政区报告的登革热病例的累积数量时,最简单的模型是最合适和最可靠的。