Orador Convidado: Robert de Sousa, Universidade de Cabo Verde. CIMA, IIFA, Universidade de Évora, Portugal

Resumo: This presentation considers the existence of solutions of the heteroclinic type in nonlinear second order differential equations with phi-Laplacians, incorporating generalized impulsive conditions on the real line. For the construction of the results, it was only imposed that phi be a homeomorphism, using Schauder's fixed point theorem, coupled with concepts of L^1-Carathéodory sequences and functions, along with impulsive points equiconvergence and equiconvergence at infinity. Finally, a practical part illustrates the main theorem, and a possible application to bird population growth.