López Gómez, JuliánMuñoz Hernández, EduardoFerreira, CheloGracia, José LuisJavierre, EtelvinaMartínez, EduardoMiana, Pedro J.Pérez, EsterRández, LuisSánchez, TeresaVillacampa, Raquel2026-04-092026-04-092023López-Gómez J, Muñoz-Hernández E. Large saturation effects provoke multiplicity in spatially heterogeneous predator-prey models. Prensas de la Universidad de Zaragoza Zaragoza. 2023, pp. 31-38.978-84-18321-66-5https://hdl.handle.net/20.500.14352/134541This communication analyzes the diffusive spatially heterogeneous predator-prey model introduced by the authors in [16], which takes into account the saturation effects of the predator in the abundance of preys through a saturation coefficient $\gamma m(x)\neq0$ with $\|m\|_{\infty}=1$. The main result establishes the existence of, at least, two coexistence states for sufficiently large $\gamma>0$ in a region of the parameters where the Lotka–Volterra counterpart cannot admit any coexistence state, regardless the size and shapes of the logistic and interactions coefficients of the model.engconference paper10.26754/uz.978-84-18321-66-5open access517.9Ecuaciones diferencialesEcuaciones diferenciales1202.20 Ecuaciones Diferenciales en derivadas Parciales