Chargée de recherche with CQFD, Inria. Previously, I was a postdoc at Université de Lorraine working with Denis Villemonais and Anne Gégout-Petit.
I completed my PhD at the University of Bath under the supervision of Andreas Kyprianou, Alex Cox and Simon Harris. Here is a link to my thesis
My research interests include:
- Branching processes and their applications
- Neutron transport equation
- Quasi-stationary distributions
- Monte Carlo methods and related simulation techniques
- Growth-fragmentation processes
Publications
Preprints
Journal Publications
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Stochastic Methods for the Neutron Transport Equation II: Almost Sure Growth
Simon Harris, Emma Horton and Andreas Kyprianou
Annals of Applied Probability, 30(6), pp 2815-2845, 2020.
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Stochastic Methods for the Neutron Transport Equation I: Linear Semigroup asymptotics
Emma Horton, Andreas Kyprianou and Denis Villemonais.
Annals of Applied Probability, 30(6), pp 2573-2612, 2020.
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Multispecies Neutron Transport Equation.
Alex Cox,Simon Harris, Emma Horton and Andreas Kyprianou.
Journal of Statistical Physics, 176(2), pp 425-455, 2019.
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More on hypergeometric Levy processes.
Emma Horton and Andreas Kyprianou
Advances in Applied Probability, 48(A), pp 153--158 2016.
Other projects
Here is a list of projects I have participated in during Integrative Think Tanks (ITTs).
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Modelling the transmission of Methicillin-resistant Staphylococcus aureus (MRSA)
This project was in collaboration with Richard James and Ed Feil from the Department of Biology and Biochemistry at the University of Bath. Below is a list of resources that
provide some background information to the project, along with the code and presentation I developed at the ITT.
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Paper
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Python code to simulate the transmission and mutation of MRSA within and between hospitals.
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Presentation given at the end of the workshop to summarise the problem and output during the ITT.
CV
Here is my CV