Chapter 1 From Long-Range Order to Complex Networks, an Hamiltonian Dynamics Perspective

Chapter 2 Lyapunov Exponent Sign Reversal: Stability and Instability by the First Approximation

Chapter 3 Fractional Maps as Maps with Power-Law Memory

Chapter 4 Period-1 Motions in a Quadratic Nonlinear Oscillator

Chapter 5 Map-Based Approach to Problems of Spiking Neural Network Dynamics

Chapter 6 Adaptive Landscape with Singularity in Evolutionary Processes

Chapter 7 Scaffolding of Complex Systems Data

Chapter 8 Treasure Hunting in Virtual Environments: Scaling Laws of Human Motions and Mathematical Models of Human Actions in Uncertainty

Chapter 10 Experimental Studies of Noise Effects in Nonlinear Oscillators