About the Journal
The International Electronic Journal of Algebra (Int. Electron. J. Algebra)
is published twice a year (January - July). IEJA is reviewed by
Mathematical Reviews, MathSciNet, Zentralblatt MATH, Current
IEJA seeks previously unpublished papers that contain:
- Module theory
- Ring theory
- Group theory
- Representation theory
- Number theory
IEJA also features special issues devoted to advances in the aforementioned areas of algebra and proceedings of selected high quality
Peer review-also known as refereeing-is a
collaborative process that allows manuscripts submitted to IEJA to be evaluated and commented upon
by independent experts within the same field of research. IEJA uses
single-blind review, which means that the reviewer's name is not
disclosed to the author, throughout the review process. Peer review
works in the following way:
• Author submits the manuscript to IEJA.
• IEJA editors screen the manuscript.
• They reject after screening or send to reviewers for evaluation of the manuscript.
• After editors assessment of the manuscript reviews:
Accept with/without revision,
Reject with/without revision.
Open Access Statement
IEJA is an open access basis since 2007. We offer a broad range of
author options, enabling authors to publish their material in quality
open access journals with a high degree of peer review integrity.
Everyone has free and unlimited access to the full-text of papers
published in IEJA; papers are freely available without subscription or
price barriers. IEJA publishes papers with the definition of open
access under the Budapest Open Access Initiative.
There is no publication fee and no charge for submitting or processing a manuscript to IEJA. Also there is no charge for downloading papers from IEJA web site.
IEJA applies the Creative Commons
Attribution (CC-BY) license to all papers published in IEJA. Authors
retain ownership of the copyright for their papers, but undertake to
allow anyone to download, reuse, reprint, distribute, and/or copy
papers, provided that the original authors and source are cited. No
permission is required from the authors or the publishers under the
CC-BY license. The full guidance that applies to this license can be
found at http://creativecommons.org/licenses/by/4.0/legalcode
• Hacettepe University, Department of Mathematics, 06800 Ankara, Turkey
• Ankara University, Department of Mathematics, 06100 Ankara, Turkey
• Anvato Inc. 425 N. Whisman Road, Mountain View, CA, 94043 USA
• Artarda Inc. Kuleli Sok. No: 79/10, GOP, Ankara Turkey