All submitted manuscripts are evaluated by independent reviewers within the same field of expertise. The peer review process is a single blind, multi-step Editorial/Open peer review process described as follows:
- IJMGE's policy is to obtain two reviews per paper; however, papers first undergo an initial quality/relevance assessment by the editor upon receipt.
- Editor selects a topical/associate editor overseeing the appropriate technical subfield of your manuscript, who then sends your manuscript to anonymous reviewers.Reviewers are allowed time to complete their review and submit comments to the editor.
- When submitting to the IJMGE journal, you will be instructed to suggest three potential suitable reviewers.
- Editor selects reviewers who are experts in the field of your manuscript.
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- Reviewers provide comments aimed to help create a better manuscript. Reviewers will recommend that:Editor makes a publication decision based on the reviews and sends out a decision letter.
- The manuscript is acceptable for publication.
- The manuscript requires further revisions.
- The manuscript is not acceptable for publication.
- The manuscript is more appropriate for another journal.
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- If your manuscript needs modifications:
- You may resubmit after revisions have been made (use a response letter to explain each change, point by point).
- Editor decides whether to accept revised manuscript or refer it back to reviewers for further comment.
- Editor makes final decision.
- If your manuscript is rejected:
- Before submitting elsewhere, act on the reviewers' reports as this will lead to a better paper.
We aim to reach a final decision on publication within two to four months of submission for all articles. Accepted articles are published electronically on the journal web site as they become ready. Once published on-line, articles are then be selected for a subsequent print issue.
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)
![peer review peer review process](https://farname.ir/upload/posts/1397-05/flw_chart.jpg)