Daniel Goeleven graduated in applied mathematical engineering, Facultes polytechniques, Universie Catholique de Louvain, UCL, Belgium, in 1989 and received the Ph. D degree in mathematics from the Facultes Universitaires de Namur, Belgium, in 1993. He was an FNRS researcher for two years and he held an Alexander von Humboldt postdoctoral fellowship at the RWTH Aachen, Germany in 1996. Since that time, he has been a Professor at the University of la Reunion, France. His major scientific interest concerns variation inequalities modelling and (possibly non-smooth) dynamical systems modelling with applications in different areas like unilateral mechanics, non-regular electronics, biology and biochemistry.
"""The mathematical results presented in the book can be useful in the study of stationary points of dynamical circuits, Lyapunov stability and attractivity problems and give interesting insight based on certain special characteristics of the nonlinear devices in the circuits."" --Zentralblatt MATH 1377"