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Caitlin Ward

Publications and source records attributed to Caitlin Ward.

3 recordsLinked to original sources

A Bayesian Spatiotemporal Model to Estimate Disease Burden Using Hospital-Based Active Surveillance

Passive surveillance systems, in which data routinely collected by medical facilities are used to monitor the caseload of infectious diseases, are relatively straightforward to implement but often result in underestimation of the burden of disease due to under-diagnosis and imperfect testing. Targeted active surveillance can be used to correct these case counts to better reflect the true burden of disease. However, when the active surveillance effort is performed at a subset of hospitals and passive surveillance data is reported at an aggregated regional level, the resulting spatial misalignment must be reconciled to estimate the true rate of hospital-presenting disease at the spatial region level. Motivated by a recent active surveillance project for leptospirosis in four Puerto Rican hospitals, we address this challenge and develop a novel Bayesian spatio-temporal framework to better reflect the true number of hospital-presenting individuals with the disease. In particular, our method extends the Poisson-logistic framework to incorporate spatial heterogeneity in the probability of presenting to the hospitals across the study region. Our framework also accounts for imperfect diagnostic testing within the active surveillance data, addressing a common challenge for infectious diseases, particularly for neglected ones like leptospirosis. The model is assessed via simulation under various scenarios and then applied to the motivating leptospirosis data. Our approach offers a comprehensive framework for integrating spatially misaligned passive and active surveillance data, enabling better estimation of true disease burden.

stat.AP

Multivariable Behavioral Change Modeling of Epidemics in the Presence of Undetected Infections

Epidemic models are invaluable tools to understand and implement strategies to control the spread of infectious diseases, as well as to inform public health policies and resource allocation. However, current modeling approaches have limitations that reduce their practical utility, such as the exclusion of human behavioral change in response to the epidemic or ignoring the presence of undetected infectious individuals in the population. These limitations became particularly evident during the COVID-19 pandemic, underscoring the need for more accurate and informative models. To address these challenges, we develop a novel Bayesian epidemic modeling framework to better capture the complexities of disease spread by incorporating behavioral responses and undetected infections. In particular, our framework makes three contributions: 1) leveraging additional data on hospitalizations and deaths in modeling the disease dynamics, 2) accounting for data uncertainty arising from the large presence of asymptomatic and undetected infections, and 3) allowing the population behavioral change to be dynamically influenced by multiple data sources (cases and deaths). We thoroughly investigate the properties of the proposed model via simulation, and illustrate its utility on COVID-19 data from Montreal and Miami.

stat.ME

Bayesian Modeling of Dynamic Behavioral Change During an Epidemic

For many infectious disease outbreaks, the at-risk population changes their behavior in response to the outbreak severity, causing the transmission dynamics to change in real-time. Behavioral change is often ignored in epidemic modeling efforts, making these models less useful than they could be. We address this by introducing a novel class of data-driven epidemic models which characterize and accurately estimate behavioral change. Our proposed model allows time-varying transmission to be captured by the level of "alarm" in the population, with alarm specified as a function of the past epidemic trajectory. We investigate the estimability of the population alarm across a wide range of scenarios, applying both parametric functions and non-parametric functions using splines and Gaussian processes. The model is set in the data-augmented Bayesian framework to allow estimation on partially observed epidemic data. The benefit and utility of the proposed approach is illustrated through applications to data from real epidemics.

stat.ME