Kumar Praveen, Vatsa Richa, Sarthi P Parth, Kumar Mukesh, Gangare Vinay
Department of Environmental Science, Central University of South Bihar, SH-7, Gaya- Panchanpur Road, Village- Karhara, Post- Fatehpur, P.S- Tekari, Gaya, Bihar 824236 India.
Department of Statistics, Central University of South Bihar, SH-7, Gaya- Panchanpur Road, Village- Karhara, Post- Fatehpur, P.S- Tekari, Gaya, Bihar 824236 India.
J Parasit Dis. 2020 Jun;44(2):319-331. doi: 10.1007/s12639-020-01210-y. Epub 2020 Mar 19.
Malaria, a vector-borne disease, is a significant public health problem in Keonjhar district of Odisha (the malaria capital of India). Prediction of malaria, in advance, is an urgent need for reporting rolling cases of disease throughout the year. The climate condition do play an essential role in the transmission of malaria. Hence, the current study aims to develop and assess a simple and straightforward statistical model of an association between malaria cases and climate variates. It may help in accurate predictions of malaria cases given future climate conditions. For this purpose, a Bayesian Gaussian time series regression model is adopted to fit a relationship of the square root of malaria cases with climate variables with practical lag effects. The model fitting is assessed using a Bayesian version of R (RsqB). Whereas, the predictive ability of the model is measured using a cross-validation technique. As a result, it is found that the square root of malaria cases with lag 1, maximum temperature, and relative humidity with lag 3 and 0 (respectively), are significantly positively associated with the square root of the cases. However, the minimum and average temperatures with lag 2, respectively, are observed as negatively (significantly) related. The considered model accounts for moderate amount of variation in the square root of malaria cases as received through the results for RsqB. We also present Absolute Percentage Errors (APE) for each of the 12 months (January-December) for a better understanding of the seasonal pattern of the predicted (square root of) malaria cases. Most of the APEs obtained corresponding to test data points is reasonably low. Further, the analysis shows that the considered model closely predicted the actual (square root of) malaria cases, except for some peak cases during the particular months. The output of the current research might help the district to develop and strengthen early warning prediction of malaria cases for proper mitigation, eradication, and prevention in similar settings.
疟疾是一种媒介传播疾病,在奥里萨邦的科恩贾尔区(印度的疟疾之都)是一个重大的公共卫生问题。提前预测疟疾是全年报告滚动发病病例的迫切需求。气候条件在疟疾传播中确实起着至关重要的作用。因此,当前的研究旨在开发并评估一个简单直接的统计模型,该模型用于分析疟疾病例与气候变量之间的关联。这可能有助于在未来气候条件下准确预测疟疾病例。为此,采用贝叶斯高斯时间序列回归模型来拟合疟疾病例平方根与具有实际滞后效应的气候变量之间的关系。使用贝叶斯版本的R(RsqB)评估模型拟合情况。而模型的预测能力则使用交叉验证技术来衡量。结果发现,滞后1的疟疾病例平方根、最高温度以及滞后3和0的相对湿度(分别)与病例平方根显著正相关。然而,观察到滞后2的最低温度和平均温度分别呈负(显著)相关。通过RsqB的结果可知,所考虑的模型解释了疟疾病例平方根中适度的变化量。我们还给出了12个月(1月至12月)每个月的绝对百分比误差(APE),以便更好地理解预测的(疟疾病例平方根)季节性模式。对应测试数据点获得的大多数APE相当低。此外,分析表明,除了特定月份的一些峰值病例外,所考虑的模型紧密预测了实际的(疟疾病例平方根)。当前研究的结果可能有助于该地区开发和加强疟疾病例的早期预警预测,以便在类似环境中进行适当的缓解、根除和预防。