Colloquium MathematicumISSN: 0010-1354(p) 1730-6302(e)
Colloquium Mathematicum is a journal devoted to the publication of original papers of moderate length addressed to a broad mathematical audience. It publishes results of original research, interesting new proofs of important theorems and research-expository papers in all fields of pure mathematics.
Two issues constitute a volume, and at least four volumes are published each year.
- P. Biler / e-mail
- M. Bożejko / e-mail
- A. Derdziński / e-mail
- T. Downarowicz / e-mail
- M. Džamonja / e-mail
- K. Frączek / e-mail
- S. Grivaux / e-mail
- T. Januszkiewicz / e-mail
- J. Kaczorowski / e-mail
- G. Karch (Managing Editor) / e-mail
- P. Krupski / e-mail
- T. Kulczycki / e-mail
- M. Mirek / e-mail
- L. Newelski / e-mail
- A. Nowak (Managing Editor) / e-mail
- J. Okniński / e-mail
- D. Osajda / e-mail
- G. Plebanek / e-mail
- F. Ricci / e-mail
- D. Simson / e-mail
- P. Śniady / e-mail
- Z. Szafraniec / e-mail
- R. Szwarc / e-mail
Submission of a paper implies that the work described has not been published before (except in the form of an abstract), that it is not under consideration for publication elsewhere, and that it will not be submitted elsewhere unless it has been rejected by the editors of Colloquium Mathematicum. On the proof stage, the author will be asked to sign the copyright transfer agreement.
Papers in English, French, German or Russian should be submitted electronically via the editorial system. You are also welcome to contact us by email for more information. On acceptance of the paper, the authors will also be asked to transmit the source file.
Hardcopy submission is not accepted.
The publisher strongly encourages submission of manuscripts written in Plain TeX, LATeX or AMS-TeX.
A short abstract (in English), the AMS Mathematics Subject Classification and a list of key words and phrases are required.
Recommended format of manuscripts: one-sided, text width 13.5 cm, 12-point type (including references).
PDF proofs will be e-mailed to the corresponding author. If the author's corrections are not received promptly, the article will be printed in a later issue.
The Online First version of the article will be sent to the author and published on the journal's web site before the article is assigned to an issue. This version will be freely downloadable for everybody. The author is allowed to post the “Online First” version to his/her personal web site and to any other archives.
When the paper is assigned to an issue, the final print file with all publication data included will also be sent to the author. The latter file will be for the author's personal use only and should not appear on any web site other than IMPAN’s.
Offprints of the article in batches of 25 can be purchased. They can be ordered when sending the proof corrections.
Address of the Editorial Committee:
Institute of Mathematics
University of Wrocław
Pl. Grunwaldzki 2/4
PL-50-384 Wrocław, Poland
For additional information and advice, see Guidelines for authors.