Manuscripts must be submitted to the submission platform simultaneously in two formats, with line numbering: LaTeX and PDF.
If you have missed files in your initial submission:
Please use preferably TeX, Plain Tex or LaTeX, or possibly AMS-Tex or TeXTURE. Macros should be provided with TEX files (avoid DVI format). The bibliographic references should be stored in a bibtex file.
Authors are strongly encouraged to use the journal's LaTeX class file and bibtex style, but amsart or smfart classes, as well as amsplain and smfplain styles are accepted.
Articles can be written in French or in English.
Any article received in a poor-quality English or French will be immediately rejected. Please feel free to use automatic proofreaders (e.g. DeepL) if necessary.
If neither English nor French is your native language, please have your manuscript proofread by a native speaker or use a professional language editing service.
For a better dissemination of your article, it is recommended to provide an abstract in the language of submission (max. 100 words), as well as a translated title and abstract (in French if your article is written in English, in English if it is written in French).
Manuscripts should include, in the following order:
1) the title: it should be short, but explicit;
2) names of all authors: please include full first names, and include an asterisk after the name of the author to whom correspondence and proofs should be sent;
3) the complete professional addresses of all authors (including email address): to be entered during step 3 "Enter metadata" of the online submission procedure;
4) the text of the article: it must be typed, double-spaced, and each page must be numbered. Organize your article into clearly defined and numbered sections. Subsections should be numbered 1.1 (then 1.1.1, 1.1.2, ...), 1.2, etc. (the abstract is not included in the section numbering) and have a brief title. Also use this numbering for internal references: do not just refer to the "text";
5) references, captions, tables and illustrations.
You can include in your manuscript:
There is no page limit for articles submitted to the Comptes Rendus Mathématique. However, the maximum recommended length for a manuscript is about 50,000 characters including spaces (an illustration counts for 1,200 characters on average), which is equivalent to about 10 pages.
Please ensure that your bibliographic references:
Examples of the layout to be used in the reference list:
NB: Your bibliographic references will be reformatted by our editorial teams, so the examples above are not identical to the references you might find in our already published articles.
Please:
Please use only royalty-free illustrations in your manuscript. If you use a copyrighted illustration, please obtain permission from the copyright holders to reuse it under a Creative Commons CC BY 4.0 license (see below).
Please:
Authors wishing to publish in Comptes Rendus Mathématique are requested to provide all the files necessary for the formatting of their article in the most interoperable formats possible, in order to facilitate the work of the editors.
In order to encourage the free circulation of scientific knowledge, authors are strongly encouraged to accept the publication by Comptes Rendus Mathématique of these source files, together with the editorialized files. The dissemination of figures, in particular, especially when made available in an interoperable format and in high quality resolution, is a strong commitment to more open and robust science.
Research data includes all "materials in digital form, other than scientific publications, that are collected or produced in the course of scientific research activities and used as evidence in the research process, or that are commonly accepted by the scientific community as necessary to validate research findings and results" (source: EU Directive 2019/1024).
Authors wishing to publish in the Comptes Rendus Mathématique are encouraged to make all data related to the research work they describe in their manuscripts, and in particular the data directly underlying the submitted articles, freely available.
To do so, Comptes Rendus Mathématique strongly recommends that authors deposit their data in warehouses, i.e. databases specifically dedicated to the permanent preservation, enrichment and valorization of the materials they host. Datasets deposited in repositories are scientific productions that can be cited (in particular when they have a permanent identifier such as DOI), in the same way as a traditional publication.
It is recommended that authors release their data without embargo or after the shortest possible delay, in a way that allows their reuse, with an explicit link between the data and the underlying publication (reciprocal mention of the DOI). The journal encourages the provision of data under open licenses that allow their free reuse. Authors must use the licenses recommended by the repository where the data were deposited.
Reviewers of submitted articles may at any time request from authors the data underlying the results described. Failure to provide this data will result in the rejection of the submission.
NB: Research data should be as open as possible, but as closed as necessary. The Academy of Sciences and the editorial team of Comptes Rendus Mathématique cannot be held responsible for any failure to respect the rights associated with the exploitation or dissemination of the data underlying the articles published by the journal. Authors are invited to inquire about any intellectual or industrial property issues that may arise with their data.
To select a trusted repository appropriate for your data type or disciplinary area, consult the re3data directory. Check that the chosen repository meets quality criteria.
We should also mention Zenodo, a multidisciplinary data warehouse, supported by CERN and the European Commission. The data deposit is not moderated.
Authors who wish to publish in the Comptes Rendus Mathématique may attach to the full text of their submission additional files or material, independent of the body of the article but essential to its understanding. As this material is subject to the peer review process, it must be included and clearly marked as "Supporting Information for Electronic Publication" when the article is submitted. To ensure that your material is directly usable, please make sure that each file does not exceed 50 MB.
However, for reasons of technical constraints, valuation, preservation and reuse, authors are strongly advised to deposit this additional material in dedicated repositories, rather than publishing it as an appendix to the articles.
By publishing in Comptes Rendus Mathématique, authors grant the journal the right of first publication and distribution of the final published version (version of records or version of reference). This right is materialized by the signature of a contract of transfer of rights.
All articles in Comptes Rendus Mathématique (including content published prior to 2020) are licensed under the Creative Commons Attribution 4.0 International License (CC BY 4.0), which permits the journal to use and reproduce the articles and to create derivative works in any medium and format, including for commercial purposes.
Authors retain full intellectual property rights, and are free to enter into additional, separate contractual arrangements for the non-exclusive dissemination of the journal's version of their article (e.g., deposit in an open archive or publication in a book), subject to acknowledging the original publication of the article in Comptes Rendus Mathématique.
Submitted version (author's manuscript or preprint): any author who wishes to publish in Comptes Rendus Mathématique is authorized to pre-publish his manuscript on a pre-publication server such as arXiv, in an open archive such as HAL, or on any other website such as a laboratory website. The manuscript must be clearly identified as not yet peer-reviewed or accepted for publication, and not containing any modifications requested later.
If the author's manuscript is subsequently accepted for publication and then published by Comptes Rendus Mathématique, the authors must indicate these changes in editorial status, provide a link to the journal and include in the manuscript record the DOI assigned to the final published version.
Accepted version (accepted author manuscript or postprint): any author whose manuscript has been accepted for publication in Comptes Rendus Mathématique may publish the final version of his or her unedited text on a pre-publication server such as arXiv, in an open archive such as HAL, or on any other website such as a laboratory website. The manuscript must be clearly identified as having been peer-reviewed, corrected following their requests and accepted in principle by the journal, with a link to the journal's website.
After publication by the Comptes Rendus Mathématique, the article description should be modified to include the final DOI assigned to the final published version.
Published version (PDF editor or version of records): the CC BY 4.0 license under which the articles of Comptes Rendus Mathématique are distributed authorizes its authors to deposit the published version of their work in an open archive such as HAL, or on any other website such as a laboratory website, provided that the DOI of the published article is included in the article's descriptive notice.
NB : for a deposit in HAL, you can select the option "I have checked that this publisher belongs to those which authorize the submission of the “file editors” on an open archive".
To choose the preprint server, open archive or portal best suited to disseminate your author manuscripts, feel free to consult the Open Directory of Open Access Repositories (OpenDOAR), a service of JISC.
If you have any questions about the dissemination of your work, please do not hesitate to contact us.
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