-transparent.png){kind=logo}
In this survey, we propose an overview on Lyapunov functions for a variety of compartmental models in epidemiology. We exhibit the most widely employed functions, and provide a commentary on their use. Our aim is to provide a comprehensive starting point to readers who are attempting to prove global stability of systems of ODEs. The focus is on mathematical epidemiology, however some of the functions and strategies presented in this paper can be adapted to a wider variety of models, such as prey-predator or rumor spreading.
| UI | MeSH Term | Description | Entries |
|---|
Related Publications
Nicolò Cangiotti, and
Marco Capolli, and
Mattia Sensi, and
Sara Sottile
March 1996,
Mathematical biosciences,
Nicolò Cangiotti, and
Marco Capolli, and
Mattia Sensi, and
Sara Sottile
June 2004,
Mathematical medicine and biology : a journal of the IMA,
Nicolò Cangiotti, and
Marco Capolli, and
Mattia Sensi, and
Sara Sottile
March 2015,
IEEE transactions on cybernetics,
Nicolò Cangiotti, and
Marco Capolli, and
Mattia Sensi, and
Sara Sottile
October 2006,
Mathematical biosciences and engineering : MBE,
Nicolò Cangiotti, and
Marco Capolli, and
Mattia Sensi, and
Sara Sottile
June 2010,
Journal of the Royal Society, Interface,
Nicolò Cangiotti, and
Marco Capolli, and
Mattia Sensi, and
Sara Sottile
January 2017,
PLoS computational biology,
Nicolò Cangiotti, and
Marco Capolli, and
Mattia Sensi, and
Sara Sottile
January 2023,
Journal of mathematical biology,
Nicolò Cangiotti, and
Marco Capolli, and
Mattia Sensi, and
Sara Sottile
May 2010,
Mathematical biosciences,
Nicolò Cangiotti, and
Marco Capolli, and
Mattia Sensi, and
Sara Sottile
September 2016,
Physics of life reviews,
Nicolò Cangiotti, and
Marco Capolli, and
Mattia Sensi, and
Sara Sottile
January 1999,
Journal of computational neuroscience,
