School of Mathematics, Statistics and Computer Science, University of KwaZulu Natal, Durban, South Africa.
School of Science, Mathematics and Statistics, University of Energy and Natural Resources, Sunyani, Ghana.
Malar J. 2022 Nov 1;21(1):311. doi: 10.1186/s12936-022-04319-y.
BACKGROUND/M&M: A vital aspect of disease management and policy making lies in the understanding of the universal distribution of diseases. Nevertheless, due to differences all-over host groups and space-time outbreak activities, data are subject to intricacies. Herein, Bayesian spatio-temporal models were proposed to model and map malaria and anaemia risk ratio in space and time as well as to ascertain risk factors related to these diseases and the most endemic states in Nigeria. Parameter estimation was performed by employing the R-integrated nested Laplace approximation (INLA) package and Deviance Information Criteria were applied to select the best model.
In malaria, model 7 which basically suggests that previous trend of an event cannot account for future trend i.e., Interaction with one random time effect (random walk) has the least deviance. On the other hand, model 6 assumes that previous event can be used to predict future event i.e., (Interaction with one random time effect (ar1)) gave the least deviance in anaemia.
For malaria and anaemia, models 7 and 6 were selected to model and map these diseases in Nigeria, because these models have the capacity to receive strength from adjacent states, in a manner that neighbouring states have the same risk. Changes in risk and clustering with a high record of these diseases among states in Nigeria was observed. However, despite these changes, the total risk of malaria and anaemia for 2010 and 2015 was unaffected.
Notwithstanding the methods applied, this study will be valuable to the advancement of a spatio-temporal approach for analyzing malaria and anaemia risk in Nigeria.
背景/方法:疾病管理和政策制定的一个重要方面在于理解疾病的普遍分布。然而,由于宿主群体和时空爆发活动的差异,数据存在复杂性。为此,本文提出了贝叶斯时空模型,以对疟疾和贫血风险比进行时空建模和绘图,并确定与这些疾病相关的风险因素以及尼日利亚的高流行州。通过使用 R 集成嵌套拉普拉斯近似(INLA)包进行参数估计,并应用偏差信息准则选择最佳模型。
在疟疾中,模型 7 基本上表明,过去的事件趋势不能说明未来的趋势,即与一个随机时间效应的相互作用(随机游走)具有最小的偏差。另一方面,模型 6假设过去的事件可以用于预测未来的事件,即(与一个随机时间效应的相互作用(ar1))在贫血中给出了最小的偏差。
对于疟疾和贫血,选择模型 7 和 6 来对尼日利亚的这些疾病进行建模和绘图,因为这些模型有能力从相邻的州获得力量,即相邻的州具有相同的风险。观察到尼日利亚各州这些疾病的风险变化和聚类。然而,尽管存在这些变化,但 2010 年和 2015 年疟疾和贫血的总风险并未受到影响。
尽管应用了这些方法,但本研究对于在尼日利亚分析疟疾和贫血风险的时空方法的发展将具有重要价值。