A self-excited system is a nonlinear system with the property that a constant input yields a
bounded, nonconvergent response. Nonlinear identification of self-excited systems is …

Self-excited systems arise in many applications, such as biochemical systems, mechanical
systems with fluid-structure interaction, and fuel-driven systems with combustion dynamics …

This introductory chapter aims to provide a brief background material before presenting the
main contents of this book in the following chapters. Here, several stability and bifurcation …

Self-excited systems arise in numerous applications, such as biochemical systems, fluid-
structure interaction, and combustion. This paper analyzes a discrete-time Lur'e system with …

This paper considers system identification for systems whose output is asymptotically
periodic under constant inputs. The model used for system identification is a discrete-time …

Las ecuaciones diferenciales con retardo son utilizadas frecuentemente para modelar
problemas en física, ingeniería o biolog´ ıa entre otros. Estas ecuaciones son un ejemplo de …

Self-excited systems arise in many applications, such as biochemical systems, mechanical
systems with fluid-structure interaction, and fuel-driven systems with combustion dynamics …

Analytical solutions of the period-four orbits exhibited by a classical family of n-dimensional
quadratic maps are presented. Exact expressions are obtained by applying harmonic …

Una gran parte de los sistemas en ingeniería, y en general, de los fenómenos encontrados
en la naturaleza, están afectados por retardos temporales. Es decir, que la evolución de …