ARCTBDS 2012 - Annual Review of Chaos Theory, Bifurcations and Dynamical Systems

Website www.univ-tebessa.dz/ARCTBDS/ | Edit Freely

Category ARCTBDS 2012

Deadline: August 01, 2012 | Date: November 18, 2012

Venue/Country: CALL FOR PAPERS, U.S.A

Updated: 2011-07-11 18:09:09 (GMT+9)

Call For Papers - CFP

Subject Coverage

Annual Review of Chaos Theory, Bifurcations and Dynamical Systems covers all aspects of chaos theory, bifurcations and dynamical systems. Topics of interest include, but are not limited to:

? Mathematical modelling, computational methods, principles and numerical simulations

? Chaos, bifurcation, nonlinear dynamical systems, complexity in nonlinear science and engineering and numerical methods for nonlinear differential equations.

? Fractals, pattern formation, solitons, coherent phenomena and nonlinear fluid dynamics.

? Control theory and stability and singularity on fundamental or applied studies.

? Real applications in all areas of science.

Papers can be oriented towards theory, algorithms, numerical simulations, applications or experimentation.

Journal Sections

Annual Review of Chaos Theory, Bifurcations and Dynamical Systems invites contribution in the following categories:

1. Original research

2. Survey/Review articles

3. Fast Communications: Short, self-contained articles on ongoing research

4. Technical Notes, Open Problems and Book Review

Readership and Audience

Advanced undergraduates and graduate students in natural and human sciences and engineering such as physics, chemistry, biology or bioinformatics…etc; academics and practitioners in nonlinear physics and in various other areas of potential application; researchers, instructors, mathematicians, nonlinear scientists and electronic engineers interested in chaos, nonlinear dynamics and dynamical systems and all interested in nonlinear sciences.

Submission of Papers

Manuscripts should be in English and should be written in a LaTeX file only. All submissions should be sent electronically to the journal website: http://www.easychair.org/conferences/?conf=arctbds. The other formats are not acceptable. Authors are advised to keep a copy of their manuscript since the journal cannot accept responsibility for lost copies. The submitted papers to this journal should not have been previously published nor be currently under consideration for publication elsewhere. All papers are refereed through a double blind process. There is no financial reward for reviewers and editors of this journal. These positions are purely voluntary. When the manuscript is accepted for publication, the authors agree to automatic transfer of the copyright to the journal. The manuscript should contain the following items: An informative title, author's name, address and e-mail, abstract, 3-5 keywords, text, conclusion, and references. Footnotes should be avoided. References should appear in alphabetical order and should be denoted in the text by numbers in square brackets, e.g. [10]. References should be complete, in the following style:

? Papers: Author(s) initials followed by last name for each author, "paper title," publication name, volume, inclusive page numbers, month and year. Authors should consult Mathematical Reviews for standard abbreviations of journal names.

? Books: Author(s), title, publisher, location, year, chapter or page numbers (if desired).

Each figure and table or any material (i.e., FIg 10., Table 1., ...etc) should be mentioned in the text and numbered consecutively using Arabic numerals. Number each table consecutively using Arabic numerals. Type a brief title below each figure and table or any material. Figures should be submitted separately as encapsulated postscript (.eps) files.

For accepted papers, the author(s) will be asked to transfer copyright of the article to the Publisher. The manuscript will not be published until the Copyright Transfer Form is received.

Page proofs will be sent to the corresponding author. The proofs must be corrected and returned within three days of receipt. There is no charges for publishing in this journal and each author will receive a PDF copy of his/her paper.