Nonlinear Workbook, The

6th Edition

Willi-hans Steeb (Univ Of Johannesburg, South Africa)

$104.99

Paperback

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English

World Scientific Publishing Co Pte Ltd
17 November 2014

Mathematics & Sciences; Non-linear science

Chaos, Fractals, Cellular Automata, Genetic Algorithms, Gene Expression Programming, Support Vector Machine, Wavelets, Hidden Markov Models, Fuzzy Logic With C++, Java And Symbolicc++ Programs.

The Nonlinear Workbook provides a comprehensive treatment of all the techniques in nonlinear dynamics together with C++, Java and SymbolicC++ implementations. The book not only covers the theoretical aspects of the topics but also provides the practical tools. To understand the material, more than 100 worked out examples and 160 ready to run programs are included. Each chapter provides a collection of interesting problems. New topics added to the 6th edition are Swarm Intelligence, Quantum Cellular Automata, Hidden Markov Model and DNA, Birkhoff's ergodic theorem and chaotic maps, Banach fixed point theorem and applications, tau-wavelets of Haar, Boolean derivatives and applications, and Cartan forms and Lagrangian.

By: Willi-hans Steeb (Univ Of Johannesburg South Africa)
Imprint: World Scientific Publishing Co Pte Ltd
Country of Publication: Singapore
Edition: 6th Revised edition
ISBN: 9789814583473
ISBN 10: 9814583472
Pages: 684
Publication Date: 17 November 2014
Audience: College/higher education , Further / Higher Education
Format: Paperback
Publisher's Status: Active

Nonlinear and Chaotic Maps; Time Series Analysis; Autonomous Systems in the Plane; Nonlinear Hamilton Systems; Nonlinear Dissipative Systems; Nonlinear Driven Systems; Controlling of Chaos; Synchronization of Chaos; Fractals; Cellular Automata; Solving Differential Equations; Optimization; Neural Networks; Genetic Algorithms; Gene Expression Programming; Wavelets; Discrete Hidden Markov Processes; Fuzzy Sets and Fuzzy Logic; Swarm Intelligence; Quantum Cellular Automata; Hidden Markov Model and DNA; Birkhoff's Ergodic Theorem and Chaotic Maps; Banach Fixed Point Theorem and Applications; Tau-Wavelets of Haar; Boolean Derivatives and Applications; Cartan Forms and Lagrangian.