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Emergent Nature Patterns Growth and Scaling in the Sciences 1st Edition by Miroslav Novak ISBN 978-9810249106 9810249101

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Emergent Nature Patterns Growth and Scaling in the Sciences 1st Edition Miroslav M. Novak Digital Instant Download

Author(s): Miroslav M. Novak
ISBN(s): 9789812777720, 9812777725
Edition: 1st
File Details: PDF, 25.67 MB
Year: 2002
Language: english
SKU: EB-1633476 Category: Tag:

Emergent Nature Patterns Growth and Scaling in the Sciences 1st Edition by Miroslav M. Novak- Ebook PDF Instant Download/Delivery:  978-9810249106, 9810249101
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Product details: 

ISBN 10: 9810249101

ISBN 13:  978-9810249106

Author: Miroslav M. Novak

This book, based on presentations made at the international conference Fractals 2002, is of interest to everyone in the general field of nonlinear dynamics. The abundance of papers from numerous disciplines makes it exciting reading and provides a unifying thread through the topics, such as ray tracing, structure of peptides, modeling fractal surfaces, cancer growth, macaque monkey cortical neurons, occurrence of earthquakes, and patterns of the World Wide Web.
 

Table of contents: 

  1. Modeling Cerebellar Dynamics

  2. Two and Three Dimensional Computer Simulation of Cancer Growth

  3. Structural and Dynamic Complexity of an Elastin-Related Peptide

  4. Cumulative Effective Hölder Exponent Based Indicator

  5. Fractal Features in the Nonstationarity of Physiological Time Series

  6. A Tale of Tails

  7. Towards a Universal Law of Tree Morphometry by Combining

  8. An Attempt to Characterize Hedgerow Lattice by Means

  9. Species-Area

  10. Dynamical Regimes in the Metabolic Cycle of a Higher Plant

  11. Application of the Joint Multifractal Theory to Study Relationships

  12. A Homographic-Weibull Model for Rareness

  13. Empirical Evidence

  14. Facing Non-Stationary Conditions with a New Indicator

  15. Random Walk Models for Time-Fractional Diffusion

  16. Dynamics of Solar Magnetic Field from Synoptic Charts

  17. Observing Extreme Variability in Nonlinear Systems

  18. Gamma-Hadron Separation Using the Multifractal Spectrum

  19. Mean-Field

  20. Flame Front Instabilities and Development of Fractal Flames

  21. Fractal Functions Using Contraction Method in Probabilistic

  22. Growth Dynamics of Rotating DLA Clusters

  23. Some Examples

  24. Modeling and Approximation of Fractal Surfaces with Projected

  25. Localized Principal Components

  26. The Hierarchy Structures of the Julia Sets

  27. A Self-Similar Region

  28. Theory and Applications

  29. Self-Affine Properties on Fracture Surfaces of Ionic Exchanged Glass

  30. Correlation Dimension of Dissipative Continuous Dynamical

  31. Is Fractal Estimation of a Geometry Worth for Acoustics?

  32. Use of Fractals to Capture and Analyse Biodiversity in Plant Morphology

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Tags: Miroslav Novak, Emergent Nature, Patterns Growth