Qualitative analysis of a mathematical model for Xylella fastidiosa epidemics
Edoardo Beretta, Vincenzo Capasso, Simone Scacchi, Matteo Brunetti,, Matteo Montagna

TL;DR
This paper provides a rigorous mathematical analysis of a model for Xylella fastidiosa epidemics, confirming that weed removal and resistant cultivars are effective control strategies for managing Olive Quick Decline Syndrome.
Contribution
It offers a detailed stability analysis of the epidemic model, validating previous conjectures about control strategies through mathematical rigor.
Findings
Weed biomass removal stabilizes the epidemic.
Resistant olive cultivars reduce pathogen spread.
Control strategies depend on parameter scenarios.
Abstract
In Southern Italy, since 2013, there has been an ongoing Olive Quick Decline Syndrome (OQDS) outbreak, due to the bacterium Xylella fastidiosa. In a couple of previous papers, the authors have proposed a mathematical approach for identifying possible control strategies for eliminating or at least reduce the economic impact of such event. The main players involved in OQDS are represented by the insect vector, Philaenus spumarius, its host plants (olive trees and weeds) and the bacterium, X. fastidiosa. A basic mathematical model has been expressed in terms of a system of ordinary differential equations; a preliminary analysis already provided interesting results about possible control strategies within an integrated pest management framework, not requiring the removal of the productive resource represented by the olive trees. The same conjectures have been later confirmed by analyzing…
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Taxonomy
TopicsPhytoplasmas and Hemiptera pathogens · Cocoa and Sweet Potato Agronomy · Insect symbiosis and bacterial influences
