Jesús Bellver Arnau

Jesús Bellver Arnau

PhD student in Applied Mathematics

Laboratoire Jacques-Louis Lions

Biography

I am a PhD student in Applied Mathematics at the Laboratoire Jacques-Louis Lions (LJLL). I am working under the supervision of Luis Almeida (LJLL) and Yannick Privat (IRMA - Université de Strasbourg). I am also member of the INRIA team MAMBA.

My research interests concern mathematical modeling in biology, optimization and control theory. In particular, I am interested in the use of mosquito releases to control the spread of vector-borne diseases.

Interests

  • Applied Mathematics
  • Mathematical Biology
  • Control Theory
  • Epidemiology
  • Optimization

Education

  • PhD in Applied Mathematics, 2019-present

    Sorbonne Université, Paris, France

  • Master in Mathematical Modeling Specialisation in Biological and Medical Sciences, 2018-2019

    Sorbonne Université, Paris, France

  • Sicue in Mathematics, 2017-2018

    Universidad de Granada, Granada, España

  • Bachelor in Mathematics, 2013-2018

    Universitat de València, Valencia, Spain

  • Erasmus in Physics, 2014-2015

    Université Paris Sud, Paris, France

  • Bachelor in Physics, 2012-2016

    Universitat de València, Valencia, Spain

Publications/ Preprints

(2022). Vector-borne disease outbreak control via instant vector releases.

PDF

(2020). Minimal Cost-Time strategies for mosquito population replacement.

PDF

(2020). Optimal release strategies for mosquito population replacement.

PDF

Talks

Dengue otbreak mitigation via instant releases

In the fight against arboviruses, the endosymbiotic bacterium Wolbachia has become in recent years a promising tool as it has been …

Dengue otbreak mitigation via instant releases

In the fight against arboviruses, the endosymbiotic bacterium Wolbachia has become in recent years a promising tool as it has been …

Population and epidemiological control using mosquito releases

When approaching control problems regarding mosquitoes, two main goals can be considered: controlling the vector population or …

Contact