Theoretical concepts include modeling networks as dynamical systems with numerical methods and new graph theoretical approaches, but also focus on networks that change their topology as in morphogenesis and self-organization. The authors offer concepts to model network structures and dynamics, focussing on approaches applicable across disciplines.
• Nonlinear Dynamics of Nanomechanical and Micromechanical Resonators
• Delay Stabilization of Rotating Waves Without Odd Number Limitation
•Random Boolean Networks
•Return Intervals and Extreme Events in Persistent Time Series with Applications to Climate and Seismic Records
•Factorizable Language: From Dynamics to Biology
•Controlling Collective Synchrony by Feedback
•The Chaos Computing Paradigm
•How Does God Play Dice?
•Phase Reduction of Stochastic Limit-Cycle Oscillators
•Complex Systems, numbers and Number Theory
•Wave Localization Transitions in Complex Systems
•From Deterministic Chaos to Anomalous Diffusion