Editorial Policies

Focus and Scope

The Electronic Journal of Combinatorics (E-JC) is a fully-refereed electronic journal with very high standards, publishing papers of substantial content and interest in all branches of discrete mathematics, including combinatorics, graph theory, and algorithms for combinatorial problems.


Section Policies


Use the "Papers" section for all new submissions to the journal. The initial submission must be in PDF format.

Checked Open Submissions Checked Indexed Checked Peer Reviewed

Peer Review Process

All submissions are refereed to the highest standard, to make sure that they are original, correct and substantial.  The median time from submission to publication is 6 months. Please do not send queries about the progress of your paper if it has been under consideration for less than 6 months.


Publication Frequency

E-JC publishes one regular volume per year (divided into issues), but occasionally special issues are also published. Papers are published as soon as they are accepted.


Open Access Policy

E-JC is free for both authors and readers. By making research freely available, E-JC supports a greater global exchange of knowledge.



This journal utilizes the LOCKSS system to create a distributed archiving system among participating libraries and permits those libraries to create permanent archives of the journal for purposes of preservation and restoration. More...


The Editorial Process

  1. The Managing Editor assigns your paper to one of the Editors-in-Chief.
  2. If your paper appears potentially acceptable, the Editor-in-Chief will send it to one or more referees. In some cases, several rounds of refereeing may be required and you may be asked to make changes. This step can take from days to months, depending on the referees.
  3. If your paper still appears potentially acceptable when the refereeing process is complete, the Editor-in-Chief will ask the committee of all Editors-in-Chief to consider your paper and make a final decision on whether to accept it or not.
  4. If your paper is accepted, you will be asked to provide a new version in the format of the journal (see the Author Guidelines). At this stage, source files in LaTeX and any supplementary files (e.g. figures) must be submitted.
  5. A managing editor will allocate your paper a number and may make further minor formatting changes. Your paper will then be published approximately 2-4 weeks after you provided your final version. You will not be specifically notified when it is published, though you can choose to be notified of all papers that we publish.


Conference Proceedings

Proceedings of conferences sometimes include short versions (sometimes called extended abstracts and sometimes mandatory for a conference) of a longer, more detailed paper. In order for such a longer paper to be published in E-JC, the following must hold:

(i) The E-JC paper must cite the shorter version in the references, and state that the E-JC paper is an extended version of the shorter paper/extended abstract.

(ii) The omitted details in the shorter version must be substantial, and not so straightforward that an interested reader could readily fill them in.

(iii) The E-JC paper must be complete (as if the shorter version did not exist) and satisfy the usual high standards of E-JC for interest and results.

The Electronic Journal of Combinatorics no longer publishes conference proceedings.



The Electronic Journal of Combinatorics, as a free web-based mathematics journal, relies on the generosity of many people and institutions for its operation. We have no income and no paid employees.

Our papers are carefully reviewed by anonymous referees who give generously of their time and their expertise. We gratefully acknowledge their essential contributions.

The main web site of the Journal is hosted by the Research School of Computer Science at the Australian National University, and was previously hosted by the Department of Mathematics at the University of Pennsylvania. We thank both these institutions for generously supplying disk space, server capacity, and valuable technical advice.

We also thank those who operate our mirror sites.