Models and Applications of Chaos Theory in Modern Sciences

MODELS AND APPLICATIONS OF CHAOS THEORY IN MEDICINE
A Chaotic View of Behavior Change: A Quantum Leap for Health Promotion: K. Resnicow and R. Vaughan
Crisis and Chaos in Behavioral Nutrition and Physical Activity: T. Baranowski
Memory in Astrocytes: A Hypothesis: R.M. Caudle
Nonlinear Dynamics and Chaos in a Fractional-Order HIV Model: H. Ye and Y. Ding
Research on the Relation of EEG Signal Chaos Characteristics with High-Level Intelligence Activity of Human Brain: X.Y. Wang, M. Juan, G.L.Tan and L.X. Zou
Nonlinear Filtering of Oscillatory Measurements in Cardiovascular Applications: R.Vepa
Temporal Redistribution of Plantar Pressure Points in the Healthy and Diabetics: A Time Series Analysis of the Neuro-Capillary Chaos: D.V. Oberoi, C. Pradhan, C.J. Kumar and S.C. D’Souza

MODELS AND APPLICATIONS OF CHAOS THEORY IN BIOLOGY
An Astrobiological Thought on Sustainable Life: T. Naganuma
Matrix Frequency Analysis of Oryza Sativa (Japonica Cultivar-Group) Complete Genomes: K. Manikandakumar, S.M. Kumaran and R. Srikumar • The Capabilities of Chaos and Complexity: D.L. Abel

MODELS AND APPLICATIONS OF CHAOS THEORY IN ECOLOGY
A Unified Approach of Catastrophic Events: S. Nikolopoulos, P. Kapiris, K. Karamanos and K. Eftaxias
Evolutionary Geomorphology: Thresholds and Nonlinearity in Landform Response to Environmental Change: J.D. Phillips

MODELS AND APPLICATIONS OF CHAOS THEORY IN ECONOMICS
Physics and the Foundations of Economic Science: Comments in Memory of Ilya Prigogine: Richard H. Day
Neumannian Economy in Multi-Agent Approach Investigation of Stability and Instability in Economic Growth: Katalin Martinás
Theoretical Aspects of the Economic Transition: Case of Romania: Cezar Scarlat and Eugen I. Scarlat
Complex Dynamics in a Nonlinear Cobweb Model For Real Estate Market: Junhai Ma and Lingling Mu
Chaos Models in Economics: Sorin Vlad, Paul Pascu and Nicolae Morariu
Complex Dynamics of an Adnascent-type Game Model: Baogui Xin, Junhai Ma and Qin Gao
A Production-Inventory Model for Deteriorating Items with Production Disruptions: Yong He and Ju He
Nonlinear Noise Estimation in International Stock Markets: Coarse-Grained Entropy Method: Yong Fang

MODELS AND APPLICATIONS OF CHAOS THEORY IN ELECTRONICS
Simple Chaotic Oscillator: From Mathematical Model to Practical Experiment: J. Petržela, Z. Kolka and S. Hanus
A Robust Chaos-Based True Random Number Generator Embedded in Reconfigurable Switched-Capacitor Hardware: M. Drutarovský and P. Galajda
Conservative Chaos Generators with CCII+ Based on Mathematical Model of Nonlinear Oscillator: J. Petržela and J. Slezák

MODELS AND APPLICATIONS OF CHAOS THEORY IN THE HUMAN SCIENCES
Ancient and Current Chaos Theories: G. Gündüz
Complex Freedom: D. Penjak
An Understanding of Language Development Models-Pidginization from the Perspective of Chaos Theory: G. Zhao
Chaos and Natural Language Processing: M. Crisan
Discrete Phase-Locked Loop Systems and Spreadsheets: S. Abramovich, E. Kudryashova, G.A. Leonov and S. Sugden
Modeling Complex Spatial Dynamics of Two-Population Interaction in Urbanization Process: Y. Chen and F. Xu
Characterizing Growth and Form of Fractal Cities with Allometric Scaling Exponents: Y. Chen
Estimating the Distribution of Dynamic Invariants: Illustrated with an Application to Human Photo-Plethysmographic Time Series: M. Small
Asymmetry, Symmetry and Beauty: H. Sabelli, A. Lawandow and A.R. Kopra
Nonlinear Dynamics in Psychology: S.J. Guastello

MODELS AND APPLICATIONS OF CHAOS THEORY IN THE MECHANICAL SCIENCES
Chemical Reactivity Dynamics and Quantum Chaos in Highly Excited Hydrogen Atoms in an External Field: A Quantum Potential Approach: P.K. Chattaraj and B. Maiti
Regular and Chaotic Motion of a Bush-Shaft System with Tribological Processes: J. Awrejcewicz and Y. Pyryev
Relaxed Plasma Equilibria and Entropy-Related Plasma Self-Organiza Principles: R.L.Dewar, M.J. Hole, M. MeGann, R. Mills and S.R. Hodson
Generalized Complexity and Classical-Quantum Transition: A.M. Kowalski, A. Plastino and M. Casas
A New Mechanical Model for Particle Transport by Surface Waves and Applications: M. Ragulskis, E. Sakyte, J.M. Seoane and M.A.F. Sanjuán
Chaotic Behavior of the Biharmonic Dynamics System: V.S. Aslanov
Modeling, Chaotic Behavior and Control of Dissipation Properties of Hysteretic Systems: J. Awrejcewicz and L. Dzyubak
Nonlinear Dynamics and Chaos of Microcantilever-Based TM-AFMs with Squeeze Film Damping Effects: W.M. Zhang , G. Meng, J.B. Zhou and J.Y. Chen
Mathematical Identification of Homogenisation Processes in Argon Stirred Ladle: K. Michalek and K. Gryc
Analysis of a Nonlinear Aeroelastic System with Parametric Uncertainties Using Polynomial Chaos Expansion: A. Desai and S. Sarkar
Chaos Synchronization Criteria and Costs of Sinusoidally Coupled Horizontal Patform Systems: J. Cai, X. Wu and S. Chen

Biography

Dr. Elhadj Zeraoulia, Department of Mathematics, University of Tebéssa, Algeria