Instruction to Author
Aim and Scope: International Journal of Combinatorial Graph Theory and Applications (IJCGTA) is a multidisciplinary peer-reviewed Combinatorics and Graph theory journal publishing articles in the field of Combinatorics and Graph theory. International Journal of Combinatorial Graph Theory and Applications is presented to the publication of a substantial advance in their field or a significant contribution, articles on all aspects of combinatorics, graph theory and application
The journal features articles on combinatorics, graph theory discrete mathematics, mathematical biology, and theoreticalcomputer science.
The scope of the journal includes research main areas:
1 GraphTheory gained by combinatorial theory
2 Combinatorics from graph theory
3 Applications on graph theory (codes from graph theory)
4 Applications on combinatorics (combinatorial biology ) .
IJCGTA publishes only new , previously unpublished results given in concise form will be accepted.
Guidelines: International Journal of Combinatorial Graph Theory and Applications ( IJCGTA ) is a multidisciplinary peer-reviewed Combinatorics and Graph theory journal published by Global Research Publications. IJCGTA publishes the results of a substantial advance in Combinatorial Graph Theory and Applications , articles on all aspects of combinatorics, graph theory and applications.Only new, previously unpublished results given in concise form will be accepted. IJCGTA is published as 2 issues in each year.
The journal is of interest to researchers at both scientific and research institutes, as well as the academic and research staff of universities.
The following categories of papers are open to submission: “Original papers” present original work in full detail. ”Communications” are reports, which describe preliminary or complete results of experimental or theoretical studies of exceptional significance and interest. “Reviews” present a general survey of an outstanding subject in Combinatorial Graph Theory and Applications . Book reviews are prepared at the invitation of the Book Review Editor.
In all submission to the journal, authors must address the question of how their proposed study compares with previously reported studies. Reviews are normally written by prior agreement of the editors. Potential authors are encouraged to discuss the subject of a proposed review by the editorial members. Reviews should provide the reader with expert opinion regarding the relative merits of the various published approaches to the topic under review.
Audience: Mathematicians, applied mathematicians, physicists, economists, computer scientists, biologists
INSTRUCTIONS FOR AUTHORS*
Manuscript submission: Manuscripts are accepted for review with the understanding that the same work has not been published (except as an abstract, or as part of lecture, or academic thesis), that is not under consideration for publication elsewhere, and that its submission for publication has been approved by all of the authors and by the institution where the work was carried out. With their submission, authors may preferably suggest three potential reviewers together with their e-mail addresses.
In case manuscripts prepared in LaTeX/AMSTeX, .ps, .dvi, .pdf or Microsoft Word may be submitted electronically at the e-mail address: E-mail: yanglm65@yahoo.com.cn
Manuscripts by post mail are also accepted. Two hard copies of manuscript together with electronic file in floppy disk (word format) should be sent the following address:
PROFESSOR LIMIN YANG
Editor-in-Chief IJCGTA
Department of Applied Mathmatics, Dalian University of Techlonogy, Dalian 116024, p. r. china
References. References should be given at the end of the paper, numbered in the order of their appearance in the text. References should be typed on a separate page. At least, titles of first four authors should be written. Every reference listed must be cited in the text. Reference numbers in the text are set in parenthesis on the line. The following reference forms should be adopted.
[1] Harada, M., Kitazume, M., Munemasa, A., Venkov, B., On some self-dual codes and unimodular lattices in dimension 48, European J. Combin. 26 (5) (2005), 543-557.
[ 2 ] Stanley, R. P., Enumerative Combinatorics. Vol. 1. Cambridge Studies in Advanced Mathematics, 49. Cambridge University Press, Cambridge, 1997.
Figures and Tables. All figures (photographs, graphs or diagrams) and tables should be numbered with Arabic numerals and have brief descriptive headings; they should be typed on separate pages after references. Figure parts and footnotes to tables should be identified by lower-case roman letters. The same data should not be given in both tables and graphs.
Offprints. Orders for offprints can be placed by returning the order form with the corrected proofs. The corresponding author of each article will receive 5 reprints after publication.
Disclaimer
This publication contains information obtained from authentic and highly regarded sources. Reasonable effort has been made to publish reliable data and information, but the author and the publisher cannot assume responsibility for the validity of all materials or for the consequences of the use.
All rights reserved. No part of this publication may be reproduced, stored in a retrieval system or transmitted, in any form, or by any means, electronic, mechanical, photocopying, recording or otherwise, without prior permission, in writing, from the publisher or the author.
