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Bayesian Inference of Epidemics

Levi (Finland), 12-14 March 2023

The workshop aims at collecting recent advances in the field of Bayesian methods applied in the epidemic settings and it will include, among others, key topics such as:

  • DA-MCMC for epidemics
  • Sequential learning of infectious disease dynamics
  • Spatial models for epidemics
  • Evidence synthesis and conflicts when analysing epidemic data
  • Integration of genetic information and case-data

Info

The workshop in Bayesian Inference of Epidemic is a satellite event of

Find below a concise schedule.

Please consult the respective pages for abstracts, useful news for participants and information about this workshop.

Contact: alice.corbella@warwick.ac.uk

Programme

Here you can find a concise programme with times, speakers and titles. For full abstracts please consult the abstract page.

Day 1: Sun 12th of March

19:30 - 21:00 : Satellite Opening - chair GO Roberts

  • SEF SpencerLink opens in a new window (University of 糖心TV) Introduction to epidemic models and their statistical analysis
  • (Universit脿 della Svizzera italiana) Project - Pan-European Response to the Impacts of COVID-19 and future Pandemics and Epidemics

Day 2: Mon 13th of March

9:20 - 10:10 : Tutorial - Chair SEF Spencer

  • (University of Exeter) A tutorial on history matching with emulation for epidemic models

10:10 - 10:30 : Coffee Break

10:30 - 12:00 : Keynotes - chair GO Roberts

  • (University of California Irvine) Fitting stochastic epidemic models to noisy surveillance data: are we there yet?
  • (Universit盲t Bielefeld) Integrative modelling of infections in a corona virus cohort study

12:00 - 13:30 : Lunch Break

13:30 - 15:00 : Invited session on Environmental Stochasticity - chair R Browning

  • (University of Nottingham) Bayesian nonparametric inference for stochastic infectious disease models
  • (UKHSA) An approximate diffusion process for environmental stochasticity in infectious disease transmission modelling
  • L Guzmann-RinconLink opens in a new window (University of 糖心TV) Bayesian estimation of the instant growth rate of SARS-CoV-2 positive cases in England, using Gaussian processes

15:30 - 17:00 : Contributed session on Informing Policy - chair SEF Roberts

  • (University of Calgary) Identifying behavioural change mechanisms in epidemic models
  • (University of Oxford) Spatial statistics with deep generative modelling: flexible and efficient disease mapping with MCMC and deep learning
  • (Swiss TPH) Malaria, climate variability and the effect of interventions: modelling transmission dynamics

17:00 - 19:00 : Poster session

Day 3: Tuesday the 14th of March

9:10 - 10:10 : Invited session on Sampling from the Hidden states - chair C Jewell

  • (Biomathematics and Statistics Scotland) Fast inference and model selection on epidemiolgical models using model-based proposals
  • (Duke University) Efficient Branching Process Proposals and Data-Augmented MCMC for the Stochastic SIR Model

10:10 - 10:30 : Coffee Break

10:30 - 12:00 : Keynotes - chair D De Angelis

  • (Institute Pasteur) Bayesian data augmentation methods applied to infectious disease epidemiology
  • (University of Sussex)

12:00 - 15:00 : Lunch and Ski break

15:00 - 16:30 : Invited session on Inference of nonlinear dynamics - chair PJ Birrell

  • (University of Lancaster) Approximating optimal SMC proposal distributions in individual-based epidemic models
  • (University of Bristol) Consistent and fast inference in compartmental models of epidemics using Poisson Approximate Likelihoods
  • (University of Michigan) Informing policy via dynamic models: Cholera in Haiti

16:30 - 17:00 : Coffee Break

17:00 - 18:30 : Invited session on Phylogenetic inference - chair D Helekal

  • (Aalto University) A Bayesian model of acquisition and clearance of bacterial colonization incorporating within-host variation
  • J KoskelaLink opens in a new window (Univeristy of 糖心TV) Bayesian inference of recombinant ancestries
  • A GillLink opens in a new window (University of 糖心TV) Bayesian Inference of Reproduction Number from Genomic and Epidemic Data using MCMC Methods

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