Search Results for author: Jacob Curran-Sebastian

Found 4 papers, 4 papers with code

Modelling the Stochastic Importation Dynamics and Establishment of Novel Pathogenic Strains using a General Branching Processes Framework

1 code implementation3 May 2024 Jacob Curran-Sebastian, Frederik Mølkjær Andersen, Samir Bhatt

We also demonstrate how to combine our model with a deterministic approximation, such that longer term projections can be generated that still incorporate the uncertainty from the early growth phase of the epidemic.

Calculation of Epidemic First Passage and Peak Time Probability Distributions

1 code implementation17 Jan 2023 Jacob Curran-Sebastian, Lorenzo Pellis, Ian Hall, Thomas House

Understanding the timing of the peak of a disease outbreak forms an important part of epidemic forecasting.

Using statistics and mathematical modelling to understand infectious disease outbreaks: COVID-19 as an example

1 code implementation11 May 2020 Christopher E. Overton, Helena B. Stage, Shazaad Ahmad, Jacob Curran-Sebastian, Paul Dark, Rajenki Das, Elizabeth Fearon, Timothy Felton, Martyn Fyles, Nick Gent, Ian Hall, Thomas House, Hugo Lewkowicz, Xiaoxi Pang, Lorenzo Pellis, Robert Sawko, Andrew Ustianowski, Bindu Vekaria, Luke Webb

During an infectious disease outbreak, biases in the data and complexities of the underlying dynamics pose significant challenges in mathematically modelling the outbreak and designing policy.

Populations and Evolution Physics and Society

Challenges in control of Covid-19: short doubling time and long delay to effect of interventions

1 code implementation31 Mar 2020 Lorenzo Pellis, Francesca Scarabel, Helena B. Stage, Christopher E. Overton, Lauren H. K. Chappell, Katrina A. Lythgoe, Elizabeth Fearon, Emma Bennett, Jacob Curran-Sebastian, Rajenki Das, Martyn Fyles, Hugo Lewkowicz, Xiaoxi Pang, Bindu Vekaria, Luke Webb, Thomas House, Ian Hall

Early assessments of the spreading rate of COVID-19 were subject to significant uncertainty, as expected with limited data and difficulties in case ascertainment, but more reliable inferences can now be made.

Populations and Evolution

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