Abstract
IntroductionLyme borreliosis (LB) is a multisystemic zoonotic disease transmitted by the bite of infected tick vectors.
The aim of the study is to develop a mathematical model for predicting the risk of severity of Lyme disease by the risk factor of the disseminated form of LB in children who have had a tick attack. To test the effectiveness of the formula for predicting the development of the disseminated stage of LB, we built a receiver operating characteristic (ROC) curve and determined the specificity and sensitivity of our model. The results of the examination of 122 patients with the confirmed local and disseminated stages of LB were taken as a basis.Material and methodsTo build a prognostic model for prediction of the risk of the developing of the stage in LB predicting the risk of severity of course in Lyme borreliosis (PRSCLB), 122 children (aged 13 ±3 years) with LB were examined using multivariate regression analysis, including 52 boys and 70 girls. Groups of patients: 79 children with erythema migrans, 16 with Lyme arthritis, and 27 with nervous system involvement by LB. The quality of the prognostic model was checked by the Nagelkerke R Square (Nagelkerke R2) and the acceptability of this model was assessed using ROC analysis.ResultsThe method of multivariate regression analysis for predicting severe course and organ and system damage in LB in children, taking into account the factors and variants of the disease itself, makes it possible to develop a mathematical model for predicting the relative response factors (RRF) of severe forms of Lyme disease and will improve the effectiveness of treatment. This will create all the prerequisites for high-quality preventive measures and reduce the relative response factors rate.
The initial data for predicting the severity of LB were 28 factors. According to the results of regression analysis, 24 factors were included in the model for predicting the severity of LB.ConclusionsThe results of the study showed that the multifactorial model predicts the severity and organ and system damage in LB in children with an accuracy of 95%. The ROC curve, which was built on the basis of the results, has an area under the curve of 0.94, which indicates the high efficiency of the model.
Subject
Immunology,Immunology and Allergy,Rheumatology
Reference24 articles.
1. Serological Surveillance of Hospitalized Patients for Lyme Borreliosis in Ukraine
2. Steer AC. Lyme borreliosis. In: Harrison’s Infectious Diseases, ed. Casper DL, Fauci AS. McGraw-Hill Companies, Inc., 17th ed., New York 2010: 670–676.
3. Dryden MS, Saeed K, Ogborn S, Swales P. Lyme borreliosis in southern United Kingdom and a case for a new syndrome, chronic arthropod-borne neuropathy. Epidemiol Infect 2015; 143: 561–572, DOI 10.1017/S0950268814001071.
4. Modeling Lyme disease transmission
5. Hossain SI, de Goër de Herve J, Hassan MS, et al. Exploring convolutional neural networks with transfer learning for diagnosing Lyme disease from skin lesion images. Comput Methods Programs in Biomed 2022; 215: 106624, DOI: 10.1016/j.cmpb.2022.106624.