11th Chaotic Modeling and Simulation International Conference

Name: 11th Chaotic Modeling and Simulation International Conference
Brand: Springer
Price: 96.29 EUR
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Christos H. Skiadas Ihor Lubashevsky(Editor)

Springer (Publisher)

1st Edition

Published on 28. May 2019

XIII, 318 pages

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978-3-030-15297-0 (ISBN)

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Content

Intro
Committees-CHAOS 2018
Honorary Committee and Scientific Advisors
International Scientific Committee
Plenary-Keynote-Invited Speakers
Preface
11th Chaotic Modeling and Simulation International Conference (5-8 June 2018, Rome, Italy)
Contents
Gravitational Waves, Relic Photons and Higgs Boson in a Fractal Models of the Universe
1 Introduction
2 Anisotropic Model for Binary Black Holes
3 Description of Transient Signals from Binary Objects
4 Description of an Individual Layer with Variable Parameters
5 Conclusions
References
Effect of Ordering of Displacement Fields Operators of Separate Quantum Dots, Elliptical Cylinders on the Deformation Field of Coupled Fractal Structures
1 Introduction
2 Ordering of the Displacement Fields Operators of Separate Quantum Dots
3 Coupled Fractal Structure: Quantum Dots and Elliptical Cylinders
4 Conclusions
References
Percolation Process in the Presence of Velocity Fluctuations: Two-Loop Approximation
1 Introduction
2 The Model
3 Feynman Diagrammatic Technique
4 UV Renormalization
5 Conclusion
References
Phase Transition in Incompressible Active Fluid: Effect of Long-Range Interactions
1 Introduction
2 Microscopic Formulation
2.1 Effect of Long-Range Interactions
3 Field-Theoretic Approach
4 Renormalization Group Analysis
5 Critical Properties
5.1 Fixed Points for Finite w
5.2 Fixed Points for w rightarrowinfty
6 Conclusion
References
On the Exponential Decay of Solutions in Dual-Phase-Lag Porous Thermoelasticity
1 Introduction and Basic Equations
2 Preliminaries
3 Existence of Solutions
4 Case e&0. Exponential Decay of Solutions
5 Case e=0. Slow Decay of Solutions
6 Conclusions
References
Dynamical Invariant Calculations Involving Evolution Equations with Discontinuities
1 Introduction
2 Jerk Systems
2.1 JD3 System
2.2 JD4 System
2.3 Adaptive Control of the JD3 System
3 Conclusion
References
Gröbner Basis Method in FitzHugh-Nagumo Model
1 Introduction
2 Results
3 Discussion
References
Digital Signature: Quantum Chaos Approach and Bell States
1 Introduction
2 The Model
3 Bell States
4 QDS Scheme
5 Results
6 The Security Analyze
6.1 Security Against Repudiation
6.2 Security Against Forging
7 Conclusions
References
Large Scale Behavior of Generalized Stochastic Magnetohydrodynamic Turbulence with Mirror Symmetry Breaking
1 Introduction
2 Model A of Active Vector Advection with Spatial Parity Violation
3 Field Theoretic Formulation of the A Model of Active Admixture Without Symmetry Breaking
4 Analysis of Canonical Dimensions
5 Renormalization Group Approach to the A Model of Active Advection
6 Helicity Induced Instability
7 Field theoretic Formulation of the A Model with Symmetry Breaking
8 Renormalization Group Analysis of the A Model with Symmetry Breaking for Helical Environments
9 Conclusion
References
Modeling Turbulence via Numerical Functional Integration
1 Introduction
2 Functional Integral for the Generating Function
3 Numerical Implementation
4 Single-Time Velocity Correlation of Burgers Equation
5 Discussion
6 Conclusion
References
Nonlinear Noise Reduction on TESS Simulated Data
1 Introduction
1.1 Nonlinear Time Series Analysis
1.2 Data Requirements
2 Kepler Versus TESS as Data Sources
3 The Simulated Data
4 The Processing Command-Line Sequence in TISEAN
5 Example I-Nonlinear Analysis of Simulated Data for a Noise-like Light Curve
5.1 Choice of Delay and Embedding Dimension
5.2 Power Spectra and Light Curve
6 Example II-Nonlinear Analysis of Simulated Data for a Periodic Light Curve
6.1 Choice of Delay and Embedding Dimension
6.2 Phase Space Reconstruction
6.3 Power Spectra for TIC 18114057
7 Discussion: Choice of Parameters for Nonlinear Analysis of Tess Simulated Data
7.1 Time Delay
7.2 Phase-Space Dimension
8 Conclusion: Even for Pre-processed Data Nonlinear Noise Reduction Works!
References
A Phase-Space Approach to Non-stationary Nonlinear Systems
1 Introduction
2 A Time-Dependent (Driven) Quantum Oscillator
3 The Relation with the Solitonic and Statistical Physics
4 Phase-Space Representation of Nonlinear Dynamics
5 Conclusions
References
Spatial Extent of an Attractor
1 Introduction
2 Normal Form of a Dynamical System
3 Analysis of Sprott Systems by Normal Form Approach
3.1 Sprott D System
3.2 Sprott E System
3.3 Sprott F System
4 Conclusion
References
The FitzHugh-Nagumo Model and Spatiotemporal Fractal Sets Based on Time-Dependent Chaos Functions
1 Introduction
2 A Time-Dependent Logistic Map
3 The FitzHugh-Nagumo Model and 2-D Time-Dependent Chaos Map
4 Spatiotemporal Fractal Sets
5 Conclusions
Appendix
References
Stochastic Navier-Stokes Equation for a Compressible Fluid: Two-Loop Approximation
1 Introduction
2 Model
3 Renormalization Group Analysis
4 Scaling Regimes
5 Conclusion
References
Stability of a Nonlinear Viscoelastic Problem Governed by Lamé Operator
1 Introduction
2 The Energy Equation
3 Conclusions
References
Renormalization Group Approach of Directed Percolation: Three-Loop Approximation
1 Introduction
2 The Model and Renormalization
3 Numerical Calculation
4 Summary
References
Reduced-Order Modeling of the Fluidic Pinball
1 Introduction
2 The Fluidic Pinball
3 Reduced-Order Model of the Vortex Shedding Flow Regime
4 Conclusions
References
Bifurcations of One-Dimensional One-Parametric Maps Revisited
1 Introduction
2 Transcritical Bifurcation in mathbbC
3 Structure
References
Memristor: Modeling and Research of Information Properties
1 Introduction
2 Memristor as Nonlinear Element
3 Chua's Sceme Based on the Memristor
4 Conclusions
References
Coexistence of Chaotic and Non-chaotic Orbits in a New Nine-Dimensional Lorenz Model
1 Introduction
2 A New Nine-Dimensional Lorenz Model (9DLM)
2.1 Governing Equations
2.2 The 9DLM Version 2 (9DLM-V2)
3 Discussion
3.1 Incommensurate Frequencies and Scale Interaction
3.2 Stability and Aggregated Feedback
3.3 Numerical Results for the Coexistence of Two Types of Orbits
3.4 Ensemble Runs
4 Conclusions
References
Transition to Deterministic Chaos in Some Electroelastic Systems
1 Introduction
2 Mathematical Model and Map of Dynamic Regimes
3 Atypical Transition to Chaos and Rare Attractors
4 Conclusion
References
Hyperchaos in Oscillating Systems with Limited Excitation
1 Introduction
2 Statement of the Problem and Mathematical Model
3 Symmetric Scenario of Transition to Hyperchaos
4 Conclusion
References
Non-linear Stability Observation Using Magneto-Controlled Diffraction with Opto-Fluidics
1 Introduction
2 Magnetism and Diffraction
3 Fixed Points and Trajectories
4 More Attractors
5 Conclusions
References
Rainbows, Billiards and Chaos
1 Introduction
2 Spheres and cylinders
3 Wave Chaos
4 Elastomechanics of Quartz Blocks
5 Conclusions
References
Experimental and Numerical Study of Spectral Properties of Three-Dimensional Chaotic Microwave Cavities: The Case of Missing Levels
1 Introduction
2 Experimental Setup and Measurements
3 Statistical Measures of Experimental Spectra of Chaotic Systems
4 Results
5 Conclusions
References
Author Index

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11th Chaotic Modeling and Simulation International Conference

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