Editorial Workflow

The following is the editorial work flow that every manuscript submitted to the journal undergoes during the course of the peer-review process.

The entire editorial work flow is performed using the online Manuscript Tracking System. Once a manuscript is submitted, the manuscript is assigned to an Editor most appropriate to handle it based on the subject of the manuscript and the availability of the Editors. If the Editor determines that the manuscript is not of sufficient quality to go through the normal review process or if the subject of the manuscript is not appropriate to the journal scope, the Editor rejects the manuscript with no further processing.

If the Editor determines that the submitted manuscript is of sufficient quality and falls within the scope of the journal, he/she assigns the manuscript to a minimum of 2 and a maximum of 5 external reviewers for peer-review. The reviewers submit their reports on the manuscripts along with their recommendation of one of the following actions to the Editor:

Publish Unaltered

Publish after Minor Changes

Review Again after Major Changes

Reject: Manuscript is flawed or not sufficiently novel

When all reviewers have submitted their reports, the Editor can make one of the following editorial recommendations:

Publish Unaltered

Review Again after Minor Changes

Review Again after Major Changes

Reject

If the Editor recommends “Publish Unaltered,” the manuscript is accepted for publication.

If the Editor recommends “Review Again after Minor Changes,” the authors are notified to prepare and submit a final copy of their manuscript with the required minor changes suggested by the reviewers. Only the Editor, and not the external reviewers, reviews the revised manuscript after the minor changes have been made by the authors. Once the Editor is satisfied with the final manuscript, the manuscript can be accepted.

If the Editor recommends “Review Again after Major Changes,” the recommendation is communicated to the authors. The authors are expected to revise their manuscripts in accordance with the changes recommended by the reviewers and to submit their revised manuscript in a timely manner. Once the revised manuscript is submitted, the original reviewers are contacted with a request to review the revised version of the manuscript. Along with their review reports on the revised manuscript, the reviewers make a recommendation which can be “Publish Unaltered” or “Publish after Minor Changes” or “Reject.” The Editor can then make an editorial recommendation which can be “Publish Unaltered” or “Review Again after Minor Changes” or “Reject.”

If the Editor recommends rejecting the manuscript, the rejection is immediate. Also, if two of the reviewers recommend rejecting the manuscript, the rejection is immediate.

The editorial workflow gives the Editors the authority in rejecting any manuscript because of inappropriateness of its subject, lack of quality, or incorrectness of its results. The Editor cannot assign himself/herself as an external reviewer of the manuscript. This is to ensure a high-quality, fair, and unbiased peer-review process of every manuscript submitted to the journal, since any manuscript must be recommended by one or more (usually two or more) external reviewers along with the Editor in charge of the manuscript in order for it to be accepted for publication in the journal.

The peer-review process is single blinded, i.e., the reviewers know who the authors of the manuscript are, but the authors do not have access to the information of who the peer-reviewers are. Every journal published by AlexJournals has an acknowledgment page for the researchers who have performed the peer-review process for one or more of the journal manuscripts in the past year. Without the significant contributions made by these researchers, the publication of the journal would not be possible.

About Alexandria Journal of Mathematics

OPEN ACCESS ACADEMIC JOURNAL

Alexandria Journal of Mathematics (AJM) is a refereed Journal devoted to the publication of original research papers and review articles in all areas of Pure and Applied Mathematics, Computer Science, Mathematical Statistics. and Engineering Mathematics. AJM is dedicated to rapid publication of the highest quality short papers, regular papers, and expository papers. AJM is a journal reporting research on the mathematical science structures that describe fundamental processes of theories, computational and numerical methods for exploring these structures. The journal publishes 3 issues annually and accepts papers through peer review by professional colleagues in the relevant fields. Manuscripts in all areas of Mathematical Sciences will be considered.

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