Resumen de D-concave nonautonomous differential equations and applications to critical transitions
The results presented in this document delve deeper into nonautonomous bifurcation theory with a view towards critical transitions. Nonautonomous d-concave scalar differential equations have been studied due to their significance in modeling various real-world phenomena. Special interest has been placed on their applications in ecology, where d-concave equations are frequently employed to describe single species populations subject to the Allee effect.
