Title: Investigating the dynamical behavior on systems with a positive maximal Lyapunov Characteristic Exponent near zero
Abstract: In this talk, we will try to answer the question: ” What is the dynamical behavior when the proposed system has a positive maximal Lyapunov Exponent” near to zero?”. To do so, we investigate many dynamical systems with the help of several numerical tools, such as Poincare sections and chaotic indices (SALI, FLI), and categorize the different dynamical behaviors.
Bio: Jamal-Odysseas Maaita is an Academic Fellow at the International Hellenic University physics department. His research interests are nonlinear dynamics, mechanical and electrical oscillations, dynamical systems theory, bifurcation theory,Hamiltonian mechanics, energy transfer in nonlinear oscillators, nonlinear electronic circuits, chaotic behavior, and Hidden attractors.He is an associate editor at “Discontinuity, Nonlinearity, and Complexity” and a member of the Greek Physicists Society and the Philosophy of Physics Society.