An Improved Inverse Method for Estimating Disease Transmission Rates in Low-Prevalence Epidemics
Shuanglin Jing, Yuting Huang, Hai-Feng Huo

TL;DR
This paper introduces an improved inverse method utilizing exponential B-spline interpolation to accurately estimate time-varying transmission rates in low-prevalence epidemics, enhancing robustness and applicability across various infectious disease models.
Contribution
The paper presents a novel inverse estimation technique that ensures non-negative, smooth transmission rate estimates in low-prevalence settings, addressing limitations of traditional methods.
Findings
Accurately estimates transmission rates in low-prevalence epidemics.
Demonstrates robustness across multiple infectious disease models.
Applicable to real-world data from China.
Abstract
The accurate estimation of time-varying transmission rates is fundamental for understanding infectious disease dynamics and implementing effective public health interventions. To this end, we propose an improved inverse method for estimating time-varying transmission rates in low-prevalence settings, where conventional data preprocessing approaches often fail due to sparse case observations. To overcome this difficulty, we introduce an exponential B-spline interpolation approach that integrates both continuous and discrete inverse methods. This method ensures that transmission rate estimates remain non-negative and smooth, even when the observed data exhibit low cases. We apply this approach to several infectious disease models using real-world data from China, including a scarlet fever model, a multi-strain influenza model, and an age-structured influenza model. The results show that…
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Taxonomy
TopicsCOVID-19 epidemiological studies · Mathematical and Theoretical Epidemiology and Ecology Models · Data-Driven Disease Surveillance
