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Fractal-Based Point Processes

of fractals and point processes, from definitions and measures to analysis and estimation. The authors skillfully demonstrate how fractal-based point;

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Fractal Solutions for Understanding Complex Systems in Earth Sciences

of two classes of methods (homogeneous fractals random models, and homogeneous source distributions or one point distributions) widely diffused;

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Fractal Geometry and Stochastics VI

limited aggregation. Representing a rich source of ideas and a good starting point for more advanced topics in fractal geometry, the volume;

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Fractal Dimension for Fractal Structures

This book provides a generalised approach to fractal dimension theory from the standpoint of asymmetric topology by employing the concept;

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Sputtered Thin Films

sputtering processes. Part 1 of the book describes the basics and theory of thin film sputtering and fractals. Part 2 consists of examples;

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Harmonic Analysis and Fractal Analysis over Local Fields and Applications

(such as modern algebra, point set topology, functional analysis, distribution theory, and so on) as bases. Specially, fractal analysis;

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Modelling, Simulation and Control of Non-linear Dynamical Systems

These authors use soft computing techniques and fractal theory in this new approach to mathematical modeling, simulation and control;

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Classification & Application of Fractals

characterisation of zooplankton motion; fractal space-time theory; Higuchi's fractal dimension method in neurophysiological studies; fractal based;

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Multifractals

, covering by point-centered spheres, and cascades processes. The final section presents estimators of Renyi dimensions of integer order two and;

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Fractal Analysis of Gas Transport in Polymers

In the present monograph, theoretical structural analysis of the main processes of gas transport in polymeric materials (diffusion;

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Classification & Application of Fractals

; applications of fractal geometries to design Frequency Selective Surfaces (FSS); fractal-based models of cancer in systems biology; soil structure;

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Fractal Models In Exploration Geophysics

and magnetic data, based on detailed investigations of bore wells around the globe. Fractal Models in Exploration Geophysics describes fractal;

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Dynamics and Stochastic Processes

The contributions to this volume review the mathematical description of complex phenomena from both a deterministic and stochastic point;

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Fractals, Applied Synergetics & Structure Design

Non-linear systems behaviours are discussed in this book from the point of new scientific approaches to the interdiscipline nature of the;

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Fractal Functions, Fractal Surfaces, and Wavelets

function systems, local fractal functions and fractal surfaces, and their connections to wavelets and wavelet sets. The book is based on;

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Fractal Growth Phenomena (1st Edition)

The investigation of phenomena involving fractals has gone through a spectacular development in the last decade. Many physical;

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Fractal Sustainability

in the literature and in applied research, as it emphasizes the relevance of using a complex mathematically-based but user-friendly fractal;

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Fractal Sustainability

in the literature and in applied research, as it emphasizes the relevance of using a complex mathematically-based but user-friendly fractal;

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The Fractal Physics of Polymer Synthesis

of high-molecular substances. It is the first to give the structural and physical grounds of polymers synthesis and curing based on fractal;

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Fractal Analysis

temporal characteristics of fractal patterns. For instance, box-counting based methods that can be used to determine the fractal dimension of the;

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The Fractal Physics of Polymer Synthesis

of high-molecular substances. It is the first to give the structural and physical grounds of polymers synthesis and curing based on fractal;

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Algebraic Identification of Smart Systems

a new concept of quasi-fractal algebraic systems, based on A.I. Maltsev's theory of algebraic systems and the theory of fractals developed;

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Algebraic Identification of Smart Systems

a new concept of quasi-fractal algebraic systems, based on A.I. Maltsev's theory of algebraic systems and the theory of fractals developed;

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Earthquakes

stochastic multidimensional point processes are employed to approximate the earthquake occurrence pattern and evaluate its parameters. The Author;

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Self-Similar Processes in Telecommunications

illustrations. Self-Similar Processes in Telecommunications considers the self-similar (fractal and multifractal) models of telecommunication traffic;

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Internet Teletraffic Modeling and Estimation

Network traffic has fractal properties such as impulsiveness, selfsimilarity, and long-range dependence over several time scales, from;

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Monomer & Polymer Research Frontiers

of polymers in fractal spaces, hydrosilylation reactions, anti-adhesive coatings, synergism and antagonism in processes of polymers;

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