"Chaos Theory and Its Applications" ed. by Paul Bracken, Dimo Uzunov

This volume volume contains papers on the subject of chaos in the physical sciences. This volume looks at such problems as chaos in nonlinear systems, in dynamical systems, quantum chaos, biological applications, and a few new emerging areas as well.

It is clear the subject continues to attract a great deal of attention among scientists in the scientific community.

Contents
1. Classical and Quantum Integrability: A Formulation That Admits Quantum Chaos
2. The Chaotic Behavior of ICT Users
3. Perturbation Theory and Phase Behavior Calculations Using Equation of State Models
4. Life Is Not on the Edge of Chaos but in a Half-Chaos of Not Fully Random Systems. Definition and Simulations of the Half-Chaos in Complex Networks
5. Perturbation Methods to Analysis of Thermal, Fluid Flow and Dynamics Behaviors of Engineering Systems
6. SIR Model with Homotopy to Predict Corona Cases
7. Rare Event Simulation in a Dynamical Model Describing the Spread of Traffic Congestions in Urban Network Systems
8. Perturbation Expansion to the Solution of Differential Equations
9. Application of Perturbation Theory in Heat Flow Analysis
10. Chaos and Complexity Dynamics of Evolutionary Systems
11. Green’s Function Method for Electromagnetic and Acoustic Fields in Arbitrarily Inhomogeneous Media
12. Chaotic Systems with Hyperbolic Sine Nonlinearity


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