Home | Site map | Elsevier websites | Alerts
Elsevier
Product information search
Search all Elsevier sites
Search
Advanced Product Search
Go to Elsevier home page
SiteStat.jsp
COMPUTERS & OPERATIONS RESEARCH

Guide for Authors

Content
Computers & Operations Research is a journal intended for a diverse audience, many of whom will understand what it is you are trying to do and what you have accomplished only if you make a specific effort to reach them. We ask the authors to talk the readers verbally through derivations, examples and illustrations, and before launching into complex mathematics, inform the reader where you are heading and why. In addition to adhering to these general guidelines, a paper submitted to Computers & Operations Research must specifically demonstrate significant content in both OR and computing. Development and/or application of OR methodologies will typically provide the OR content. The computing content will be established either through theoretical analyses such as those related to problem and algorithm complexities and heuristic performance, or through direct computer usage for purposes such as computational experimentation and practical problem solving.

Submission of Papers
Papers are to be submitted electronically to External link http://ees.elsevier.com/cor/

Submission of a paper implies that it has not been published previously, that it is not under consideration for publication elsewhere, and that if accepted it will not be published elsewhere in the same form, in English or in any other language, without the written consent of the publisher.

Manuscript Preparation
General: Manuscripts must be typewritten, doublespaced with wide margins on one side of white paper. Good quality printouts with a font size of 12 or 10 pt are required. The corresponding author should be identified (include a Fax number and E-mail address). Full postal addresses must be given for all co-authors.
Authors should consult a recent issue of the journal for style if possible. An electronic copy of the paper should accompany the final version. The Editors reserve the right to adjust style to certain standards of uniformity. Authors should retain a copy of their manuscript since we cannot accept responsibility for damage or loss of papers. Original manuscripts are discarded one month after publication unless the Publisher is asked to return original material after use.

Abstracts: An abstract should accompany the manuscript on a separate sheet and should be half a typewritten page or less.

Text: Follow this order when typing manuscripts: Title, Authors and their affiliations, Statement of Scope and purpose, Abstract, Keywords, Main text, Acknowledgements, Appendix, References, Vitae, Figure Captions and then Tables. Do not import the Figures or Tables into your text. The corresponding author should be identified with an asterisk and footnote. All other footnotes (except for table footnotes) should be identified with superscript Arabic numbers.

Abbreviations: Because of the international character of the journal, no rigid rules concerning notation or abbreviation need to be observed by the authors but each paper should be self-consistent as to symbols and units which should be properly defined.

Symbols: All mathematical symbols should be typewritten. Greek letters and unusual symbols should be identified in the margin. Distinction should be made between capital and lower case letters; between the letter O and zero; between the letter l, and the number one and prime; between k and kappa. A vector will be printed bold face and to indicate this the letter should be underscored with a single wavy line. The numbers identifying mathematical expressions should be placed in parentheses after the equation.

References: All publications cited in the text should be presented in a list of references following the text of the manuscript. In the text refer to references by a number in square brackets on the line (e.g. Since Tu [1]).

References should be in the following style: 1. Tu C-C, Cheng H. Spectral methods for graph bisection problems. Comp. Oper Res 1998;25(7-8): 519-30.

2. Karp RM. Reducibility among combinatorial problems. In: Miller RE, Thatcher JW (Eds.). Complexity of computer computations. New York: Plenum Press, 1992. p. 85-103.

3. Magazine M. Optimal policies for queueing systems with periodic review. Disertation, University of Florids, USA,1969.

Printer-friendly version   Printer-friendly version
 Home | Site map | Privacy policy | Terms and Conditions | Feedback | A Reed Elsevier company
 Copyright © 2007 Elsevier B.V. All rights reserved.