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International Journal of Bifurcation and Chaos (IJBC)
in Applied Sciences and Engineering

"The International Journal of Bifurcation and Chaos is the most handsomely produced, with its large pages and type, and it is the place to publish colour figures. The covers are breathtaking and the articles are rich with brilliant colour pictures (free to authors). When lack of shelf space forces the clearing of my office some years from now, I shall hesitate to throw out any of these issues. Each begins with valuable tutorials and reviews, and is followed by papers and letters. It is evident that much effort has been expended to bring high-quality readable papers from a variety of scientific fields into this quarterly publication. Not just in terms of its low cost, I consider this journal the best buy." - Nature

Aims & Scope
The International Journal of Bifurcation and Chaos is widely regarded as the leading journal in the exciting field of chaos and nonlinear science. Represented by an international editorial board comprising eighty top researchers from a wide variety of disciplines, it is setting the standard in scientific and production quality. The journal has been highly acclaimed by the scientific community around the world, and has featured many important papers by leading researchers from various fields. More...
News
Please watch this space for news on IJBC.
Feature Articles (Free Online Sample Issue)

Vol. 17, No. 1 (January 2007)

Tutorials and Reviews

A Gallery Of Chua Attractors: Part I
Eleonora Bilotta et al.

Dynamical Analysis Of A Networked Control System
Guofeng Zhang et al.

Chaos In Wave Interactions
Y. Charles Li

Papers

Elimination Of Multiple Arrows And Self-Connections In Coupled Cell Networks
Ian Stewart

Turing Patterns In RD-CNNs For The Emergence Of Perceptual States In Roving Robots
Paolo Arena et al.

Global Exponential Stability And Periodic Oscillations Of Reaction-Diffusion Bam Neural Networks With Periodic Coefficients And General Delays
Qinghua Zhou et al.

Stability Of The kTH Order Lyness' Equation With A Period-k Coefficient
E. J. Janowski et al.

Identification Of Excitable Media Using Cellular Automata Models
Y. Zhao et al.

Testing Chaotic Dynamics In Systems With Two Positive Lyapunov Exponents: A Bootstrap Solution
Simone Giannerini et al.

Local And Global Bifurcations To Limit Cycles In A Class Of Lienard Equation
Pei Yu

Poincare Planes In Nonlinear Electronics
E. Campos-Canton

Decomposition Method For Studying Smooth Chua'S Equation With Application To Hyperchaotic Multiscroll Attractors
Donato Cafagna And Giuseppe Grassi

Letters

1-D Digitally-Controlled Multiscroll Chaos Generator
A. Radwan et al.

Generation And Control Of Spherical And Circular Attractors Using Switching Schemes
Qingfei Chen et al.

The Equivalence Between Feedback And Dissipation In Impact Oscillators
E. Gutierrez And D. K. Arrowsmith

Sudden Occurrence Of Chaos In Nonsmooth Maps
Lixin Tian And Gang Xu

Numerical Indication Of Structural Stability In Dynamical Systems And Its Application To Clinical Study
Takeo Sumida et al.

Forthcoming Papers
Please watch this space for forthcoming papers.

  Current Issue | Online Volumes
About IJBC: Aims & Scope | Editorial Board | Contact IJBC | Recommend to Peers | Recommend to Library | Abstracting/Indexing | Top Accessed Articles
How To Order: Order Online | Sales Contact | Price Information | Request for Complimentary Print Copy | Dispatch Dates
For Authors: Guidelines for Contributors | Reprints Dispatch Dates | Author Rights
For Librarians: Electronic Gateways

Print ISSN: 0218-1274
Online ISSN: 1793-6551

Current Issue
Online Volumes

My Features

About IJBC
Aims & Scope
Editorial Board
Contact IJBC
Abstracting/Indexing
Top Accessed Articles

How To Order
Order Online
Sales Contact
Price Information
Request for Complimentary Print Copy
Dispatch Dates

For Authors
Guidelines for Contributors
Reprints Dispatch Dates
Author Rights

For Librarians
Electronic Gateways

Related Journals
Fractals
Advances in Complex Systems (ACS)
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A Gallery Of Chua Attractors
A Nonlinear Dynamics Perspective Of Wolfram's New Kind Of Science
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