Cover image for CHAOS THEORY : FROM PROPAGANDA TO HEGEMONY.
CHAOS THEORY : FROM PROPAGANDA TO HEGEMONY.
Title:
CHAOS THEORY : FROM PROPAGANDA TO HEGEMONY.
Author:
Skiadas, Christos H.
ISBN:
9789814350341
Personal Author:
Physical Description:
1 online resource (467 pages)
Contents:
Contents -- Preface -- Honorary Committee -- International Scientific Committee -- Keynote Talks -- PART I Plenary and Keynote Papers -- Lagrangian approach to chaotic transport and mixing in the Japan Sea -- 1 Introduction -- 2 Lagrangian approach in studying surface transport and mixing in the ocean -- 3 MHI Japan Sea circulation model -- 4 Results -- 5 Conclusion -- References -- Nonlinearity of Earth: Astonishing diversity and wide prospects -- INTRODUCTION -- EXPERIMENTS -- ANALYTICAL TREATMENT -- CONCLUSIONS -- REFERENCES -- Dynamic principles of prognosis and control -- 1 Introduction -- 2 Informative example. How to make a weather forecast for a week. The reason why it cannot be made for more than two weeks -- 3 Prognosis of market behavior as the analog of weather forecast -- 4 The Klausewitz principle -- 5 The Klausewitz principle in the problems with bounded resources -- 6 The "master-slave" principle -- 7 The principle of continuous successful process -- 8 The principle of wide latitude -- 9 The Thermidor Law -- References -- On a problem of approximation of Markov chains by a solution of a stochastic differential equation -- 1 Introduction -- 2 Brownian motion -- 3 Stochastic differential equations -- 4 Markov property -- 5 The probability of extinction of a genotype -- References -- Scattering by many small inhomogeneities and applications -- 1 Introduction -- 2 Creating material with a desired refraction coefficient by embedding small inhomogeneities into a given material -- 3 A discussion of two recipes -- 3.1 Negative refraction -- 3.2 Wave-focusing property -- References -- Modeling recent economic debates -- 1. Introduction -- 2. The Model and Simulations -- 3. Conclusions -- References -- Classical versus quantum dynamical chaos: Sensitivity to external perturbations, stability and reversibility -- 1 Introduction.

2 The model -- 3 Coarse-grained features of quantum evolution -- 3.1 Coarse-graining and mean values -- 3.2 The information entropy -- 4 Sensitivity of quantum evolution to the noise -- 4.1 Weak noise limit -- 4.2 Strong noise limit -- 4.3 Moderate noise: scaling properties -- 5 Reversibility: von Neumann entropy and purity -- 6 Summary -- References -- On logistic-like iterative maps -- 1. Introduction -- 2. The upper limit of the parameter r -- 3. The existence of fixed points -- 4. The stability of fixed points -- 5. The solution of the fixed points equation -- 6. Approximate fixed points -- References -- PART II Invited and Contributed Papers -- Improved ε expansion in theory of turbulence: Calculation of Kolmogorov constant and skewness factor -- 1 Introduction -- 2 Stochastic model of developed turbulence -- 3 Calculation of the Kolmogorov constant and skewness factor -- 4 Conclusion -- Acknowledgments -- References -- Dynamics of a rubbing Jeffcott rotor with three blades -- 1. Introduction -- 2. The Model -- 3. Method -- 4. Results -- 5. Discussion and Conclusion -- 6. Acknowledgement -- References -- Exploring process of fibre breaking in tube samples of composite during quasi-static process of fracture -- 1. Introduction -- 2. Modelling of composite with cellular automata -- 3. Numerical simulations -- 4. Fractal characteristics of defects growth -- 5. Discussion -- 6. Acknowledgements -- References -- Non Hamiltonian chaos from Nambu dynamics of surfaces -- 1 Introduction -- 2 Flow Decomposition in Dissipative Systems: R2 versus R3 -- 3 The Lorenz Attractor from Dissipative Dynamics of Intersecting Quadratic Surfaces -- 4 The Rössler Attractor from Dissipative Dynamics of a Cylinder Intersecting with an Helicoid -- 5 Conclusions-Open Problems -- References -- A methodology for classifying periodic orbits -- 1. Introduction.

2. A Lienard System -- 3. Advantage Over Linear Stability Analysis -- 4. Conclusions -- Acknowledgements -- References -- Chaoticity in the time evolution of foreign currency exchange rates in Turkey -- 1. Introduction: The Fractal Market Hypothesis -- 2. Time Series Analysis -- 3. Conclusion -- References -- Symbolic dynamics and chaotic synchronization -- 1. Introduction -- 2. The Synchronization Problem -- 2.1. Coupling two unimodal piecewise linear maps -- 2.2. Coupling two bimodal piecewise linear maps -- 3. Duffing Application -- 4. Symbolic Dynamics -- 5. Conclusions -- References -- New enciphering algorithm based on chaotic generalized Hénon map -- 1. Introduction -- 2. The proposed enciphering method -- 2.1. Scheme of the proposed enciphering method -- 2.2. Deciphering -- 3. Analyze of results of the proposed enciphering algorithm -- 3.1. Results of encryption of natural language text -- 3.2. Results when enciphering images -- 4. Conclusions -- 5. Acknowledgement -- References -- Noise influence on the characteristic relations and reinjection probability densities of type-II and type-III intermittencies -- Introduction -- Model maps -- Reinjection Probability Distribution -- The effect of the Noise on the RPD -- Conclusions and Discussion -- Acknowledgements -- References -- Multifractal and wavelet analysis of epileptic seizures -- 1. Introduction -- 2. Experimental procedure -- 3. Multifractality and wavelet transform -- 4. Algorithm of the wavelet-transform modulus maxima (WTMM) method -- 5. Estimated parameters and statistical analysis -- 6. Results and discussion -- 7. Conclusions -- References -- Fractal based curves in musical creativity: A critical annotation -- 1. Introduction -- 2. Fractal curve methods -- 2.1. White tune -- 2.2. Brown tune -- 2.3. Pink tune -- 2.4. L systems in music -- 3. Curve aesthetics -- References.

Time variant chaos encryption -- 1. Introduction -- 2. The Analog Modulation Case -- 3. The Discrete-Time Case -- 4. Conclusions -- References -- Aesthetic considerations in algorithmic and generative composition -- 1. Introduction -- 2. What is Algorithmic and Generative Composition? -- 3. What is "Successful"? -- 3.1. Human Intervention -- 3.2. Complexity of Mapping -- 3.3. The Importance of Timbre -- 4. Conclusion -- 5. References -- Optimizing nonlinear projective noise reduction for the detection of planets in mean-motion resonances in transit light curves -- 1. Introduction -- 2. Transit Method for Detecting Mean-Motion Resonances -- 2.1. The transit method for detecting extrasolar planets -- 2.2. Mean-motion resonance -- 3. The Methodology -- 3.1. Phase-space portrait -- 3.2. Parameters of the reconstruction -- 3.3. Locally-projective nonlinear noise reduction -- 4. The Simulated Data -- 5. Results -- 5.1. Average mutual information -- 5.2. Choice of global-minimum delay optimizes noise reduction at maximum transit depth -- 5.3. Choice of local AMI minimum time delay optimizes baseline noise reduction -- 5.4. Comparison of optimization -- 6. Conclusions -- References -- Acknowledgement -- Dissipative solitons: Perturbations and chaos formation -- 1. Introduction -- 2. Perturbative analysis in spectral domain -- 3. Perturbations of CDS -- 3.1. Quintic nonlinearity -- 3.2. Higher-order dispersions -- 3.3. Narrowband losses: A gas filled oscillator or an impured fiber -- 4. Conclusions -- Acknowledgements -- References -- Modified chaotic shift keying using indirect coupled chaotic synchronization for secure digital communication -- 1. Introduction -- 2. Problem Statement -- 3. Proposed Modified CSK Method -- 4. Implementation using Lorenz and Chua's System -- 5. Security Analysis -- 6. Conclusions -- References.

Chaos problems in observer's mathematics -- 1 Introduction -- 2 Cauchy-Kowalevski Theorem -- 3 Observer's Mathematics Arithmetic and Derivatives -- 4 Free Wave Equation -- 5 Schrodinger Equation -- 6 Two-Slit Interference -- 7 Airy and Korteweg-de Vries Equations -- 8 Acknowledgments -- References -- Freedom and necessity in computer aided composition: A thinking framework and its application -- 1. Introduction -- 2. From Aristotle to evolutionary epistemology -- 2.1. Humanities versus Natural Sciences -- 2.2. The four causes of Aristotle -- 3. Musical application -- 4. Conclusions -- References -- A predator-prey model with the nonlinear self interaction coupling xky -- 1. Generalization involving xky Coupling -- 2. Time Series Analysis -- 3. Bifurcation Analysis -- 4. Conclusion -- References -- Evidence for deterministic chaos in aperiodic oscillations of acute lymphoblastic leukemia cells in long-term culture -- 1. Introduction -- 2. Materials and Methods -- 2.1. The CCRF-CEM cell line -- 2.2. Cell culture conditions -- 2.3. Measurements, experimental setup and model -- 2.4. Mathematical model and analysis -- 3. Results -- 4. Conclusion -- References -- Scale invariance in chaotic time series: Classical and quantum examples -- 1. Introduction -- 2. Fractality and Scale Invariance -- 3. Detrended Fluctuation Analysis (DFA) -- 4. Classical Case: Map Module 1 -- 5. Quantum Case: Nuclear spectra -- 6. Conclusions -- References -- Acoustic emission within an atmospheric helium discharge jet -- 1. Introduction -- 2. Measurement methodology -- 2.1. Electrical measurements -- 3. Acoustic measurements and deconvolution -- 4. Discussion -- 5. Acknowledgements -- 6. References -- Experimental investigation of the enhancement factor for irregular undirected and directed microwave graphs -- 1. Introduction -- 2. Experiment -- 3. The enhancement factor.

4. The properties of the directed microwave networks.
Abstract:
The work done in chaotic modeling and simulation during the last decades has changed our views of the world around us and has introduced new scientific tools, methods and techniques. Advanced topics of these achievements are included in this volume on Chaos Theory which focuses on Chaotic Modeling, Simulation and Applications of the nonlinear phenomena. This volume includes the best papers presented in the 3rd International Conference on CHAOS. This interdisciplinary conference attracted people from many scientific fields dealing with chaos, nonlinear dynamics, fractals and the works presented and the papers included here are of particular interest that could provide a broad understanding of chaos in its various forms. The chapters relate to many fields of chaos including Dynamical and Nonlinear Systems, Attractors and Fractals, Hydro-Fluid Dynamics and Mechanics, Chaos in Meteorology and Cosmology, Chaos in Biology and Genetics, Chaotic Control, Chaos in Economy and Markets, and Computer Composition and Chaotic Simulations, including related applications.
Local Note:
Electronic reproduction. Ann Arbor, Michigan : ProQuest Ebook Central, 2017. Available via World Wide Web. Access may be limited to ProQuest Ebook Central affiliated libraries.
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