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Bayesian data assimilation for estimating instantaneous reproduction numbers during epidemics: Applications to COVID-19
by
Wang, Shuo
, Li, Ling
, Guo, Yike
, Yang, Xian
, Xu, Richard Yi Da
, Xing, Yuting
, Friston, Karl J.
in
Algorithms
/ Assimilation
/ Basic Reproduction Number
/ Bayes Theorem
/ Bayesian analysis
/ Bayesian statistical decision theory
/ Biology and Life Sciences
/ Coronaviruses
/ COVID-19
/ COVID-19 - epidemiology
/ COVID-19 - transmission
/ COVID-19 - virology
/ Data assimilation
/ Data collection
/ Disease transmission
/ Distribution
/ Electronic data processing
/ Epidemics
/ Epidemiologic methods
/ Epidemiology
/ Humans
/ Infections
/ Infectious diseases
/ Inference
/ Intervention
/ Medicine and Health Sciences
/ Methods
/ Misalignment
/ Pandemics
/ Parameter estimation
/ People and places
/ Physical Sciences
/ Public health
/ Reproduction
/ Research and Analysis Methods
/ SARS-CoV-2 - isolation & purification
/ SARS-CoV-2 - physiology
/ Technology application
/ Uncertainty
2022
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Bayesian data assimilation for estimating instantaneous reproduction numbers during epidemics: Applications to COVID-19
by
Wang, Shuo
, Li, Ling
, Guo, Yike
, Yang, Xian
, Xu, Richard Yi Da
, Xing, Yuting
, Friston, Karl J.
in
Algorithms
/ Assimilation
/ Basic Reproduction Number
/ Bayes Theorem
/ Bayesian analysis
/ Bayesian statistical decision theory
/ Biology and Life Sciences
/ Coronaviruses
/ COVID-19
/ COVID-19 - epidemiology
/ COVID-19 - transmission
/ COVID-19 - virology
/ Data assimilation
/ Data collection
/ Disease transmission
/ Distribution
/ Electronic data processing
/ Epidemics
/ Epidemiologic methods
/ Epidemiology
/ Humans
/ Infections
/ Infectious diseases
/ Inference
/ Intervention
/ Medicine and Health Sciences
/ Methods
/ Misalignment
/ Pandemics
/ Parameter estimation
/ People and places
/ Physical Sciences
/ Public health
/ Reproduction
/ Research and Analysis Methods
/ SARS-CoV-2 - isolation & purification
/ SARS-CoV-2 - physiology
/ Technology application
/ Uncertainty
2022
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Bayesian data assimilation for estimating instantaneous reproduction numbers during epidemics: Applications to COVID-19
by
Wang, Shuo
, Li, Ling
, Guo, Yike
, Yang, Xian
, Xu, Richard Yi Da
, Xing, Yuting
, Friston, Karl J.
in
Algorithms
/ Assimilation
/ Basic Reproduction Number
/ Bayes Theorem
/ Bayesian analysis
/ Bayesian statistical decision theory
/ Biology and Life Sciences
/ Coronaviruses
/ COVID-19
/ COVID-19 - epidemiology
/ COVID-19 - transmission
/ COVID-19 - virology
/ Data assimilation
/ Data collection
/ Disease transmission
/ Distribution
/ Electronic data processing
/ Epidemics
/ Epidemiologic methods
/ Epidemiology
/ Humans
/ Infections
/ Infectious diseases
/ Inference
/ Intervention
/ Medicine and Health Sciences
/ Methods
/ Misalignment
/ Pandemics
/ Parameter estimation
/ People and places
/ Physical Sciences
/ Public health
/ Reproduction
/ Research and Analysis Methods
/ SARS-CoV-2 - isolation & purification
/ SARS-CoV-2 - physiology
/ Technology application
/ Uncertainty
2022
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Bayesian data assimilation for estimating instantaneous reproduction numbers during epidemics: Applications to COVID-19
Journal Article
Bayesian data assimilation for estimating instantaneous reproduction numbers during epidemics: Applications to COVID-19
2022
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Overview
Estimating the changes of epidemiological parameters, such as instantaneous reproduction number, R t , is important for understanding the transmission dynamics of infectious diseases. Current estimates of time-varying epidemiological parameters often face problems such as lagging observations, averaging inference, and improper quantification of uncertainties. To address these problems, we propose a Bayesian data assimilation framework for time-varying parameter estimation. Specifically, this framework is applied to estimate the instantaneous reproduction number R t during emerging epidemics, resulting in the state-of-the-art ‘DARt’ system. With DARt, time misalignment caused by lagging observations is tackled by incorporating observation delays into the joint inference of infections and R t ; the drawback of averaging is overcome by instantaneously updating upon new observations and developing a model selection mechanism that captures abrupt changes; the uncertainty is quantified and reduced by employing Bayesian smoothing. We validate the performance of DARt and demonstrate its power in describing the transmission dynamics of COVID-19. The proposed approach provides a promising solution for making accurate and timely estimation for transmission dynamics based on reported data.
Publisher
Public Library of Science,Public Library of Science (PLoS)
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