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Francesca Scarabel

Lecturer in Mathematical Biology

University of Leeds

United Kingdom

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Research Interests

Epidemiology

70%

Virology

30%

Sars-cov-2

50%

Covid-19

50%

Pandemic Preparedness

40%

Disease Transmission

40%

Nonlinear Dynamics

30%

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Articles15

Equations with Infinite Delay: Pseudospectral Discretization for Numerical Stability and Bifurcation in an Abstract Framework

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Year:

2024

Approximating reproduction numbers: a general numerical method for age-structured models

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Year:

2024

EQUATIONS WITH INFINITE DELAY: PSEUDOSPECTRAL DISCRETIZATION FOR NUMERICAL STABILITY AND BIFURCATION IN AN ABSTRACT FRAMEWORK

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Year:

2024

Voluntary risk mitigation behaviour can reduce impact of SARS-CoV-2: a real-time modelling study of the January 2022 Omicron wave in England

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Year:

2023

Renewal equations for delayed population behaviour adaptation coupled with disease transmission dynamics: A mechanism for multiple waves of emerging infections

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Year:

2023

Modelling: Understanding pandemics and how to control them

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Year:

2022

Challenges for modelling interventions for future pandemics

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Year:

2022

Estimation of reproduction numbers in real time: Conceptual and statistical challenges

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Year:

2022

Authors' reply to the discussion of ‘Estimation of reproduction numbers in real time: conceptual and statistical challenges’ by Pellis et al. in Session 3 of the Royal Statistical Society's Special Topic Meeting on COVID ‐19 transmission: 11 June 2021

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Year:

2022

EpiBeds: Data informed modelling of the COVID-19 hospital burden in England

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Year:

2022

Non-pharmaceutical intervention levels to reduce the COVID-19 attack ratio among children

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Year:

2022

A pseudospectral method for investigating the stability of linear population models with two physiological structures

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Year:

2022

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

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Year:

2021

Numerical bifurcation analysis of renewal equations via pseudospectral approximation

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Year:

2021

Bivariate collocation for computing R0 in epidemic models with two structures

Article Link

Year:

2021

Collaborators12

Thomas House

The University of Manchester

UNITED KINGDOM

ian hall

The University of Manchester

UNITED KINGDOM

Leon Danon

University of Bristol

UNITED KINGDOM

Katrina Lythgoe

University of Oxford

UNITED KINGDOM

Helena Stage

Lecturer in Applied Mathematics

University of Bristol

UNITED KINGDOM

Jasmina Panovska-Griffiths

University of Oxford

UNITED KINGDOM

Emily Nixon

University of Bristol

UNITED KINGDOM

Ben Swallow

University of St. Andrews

UNITED KINGDOM

Lorenzo Pellis

The University of Manchester

UNITED KINGDOM

Mirjam Kretzschmar

Professor

University Medical Center Groningen

NETHERLANDS

Ganna Rozhnova

Associate Professor

University Medical Center Groningen

NETHERLANDS

Elizabeth Fearon

University College London

UNITED KINGDOM

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