DOI: 10.4171/jca | ISSN: 2415-6302 | eISSN: 2415-6310
Submission of Manuscripts
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The following information is required with the submission:
Name of author(s) together with email address(es)
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Authors may indicate which Editor is closest to the subject of the paper.
Papers to be considered for publication must be written in English.
Submission of a manuscript implies that the work described has not been published before and that it is not under consideration for publication elsewhere.
Format of manuscript
The Journal strongly encourages authors to make available LaTeX files for typesetting purposes. Upon final acceptance of your paper you will be asked to upload all source files and macros, together with postscript or pdf files to our server. Authors are advised to create their LaTeX files in 'article' format with \textwidth=125 mm and \textheight=195 mm.
The title page should include the name, affiliation and address (together with e-mail address) of each author and a short abstract. 2010 Mathematics Subject Classification numbers and key words should also be added. The author to whom proofs should be sent should be marked as the corresponding author.
To avoid distortion from rescaling, figures must not be wider than 125 mm. They should be sent as EPS files (encapsulated PostScript), suitable for reproduction without major reduction.
All figures, tables, etc. should be numbered, with the insertion place clearly indicated.
References should be listed alphabetically at the end of the paper. All references in the bibliography should be cited at least once in the text. The following examples show the preferred house style for references to a book, a paper in a journal, a paper in a proceedings volume, and an unpublished dissertation:
 R. V. Kadison, Operator algebras — the first forty years. In Operator algebras and applications, Part 1 (Kingston, Ont., 1980), Proc. Sympos. Pure Math. 38, Amer. Math. Soc., Providence, RI, 1982, 1–18.
 F. J. Murray and J. v. Neumann, On rings of operators. Ann. of Math. (2) 37 (1936), 116–229.
 T. Timmermann, Pseudo‐multiplicative unitaries and pseudo‐Kac systems on C*‐modules. Ph.D. thesis, Münster 2005.
 J. C. Várilly, An Introduction to Noncommutative Geometry. EMS Publishing House, Zurich 2006.
JCA operates a single blind peer review process.
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