Centre Mersenne for open scientific publishing presents Confluentes Mathematici

Lab life

A public publishing infrastructure at the service of the community, implemented by the Mathdoc cell1 , Centre Mersenne offers access to 21 journals, 14 of which in mathematics (see member journals), that you can read free of charge and in which, again free of charge, you can publish your best papers. Discover those journals.

  • 1Support unit under the supervision of CNRS and Université Grenoble Alpes.

Confluentes Mathematici is a research journal in mathematics. It was created in 2009 by the Institut Camille Jordan1 and the Unité de mathématiques pures et appliquées2 . Until 2012 it was published by World Scientific in a volume of four issues per year. Since 2013 it has become entirely electronic, open access diamond, without author fees and free consultation. To facilitate access for people with disabilities, as of 2019 all articles are published as pdf and tex files.

The journal aims to publish original and high quality articles in English, French or German. All areas of mathematics (pure and applied) and mathematical physics, as well as the history of mathematics, are considered. Confluentes Mathematici also publishes overview articles, and encourages articles that address more than one mathematical field. The journal publishes a volume of at least two issues per year.

Articles published in Confluentes Mathematici are indexed by MathSciNet, zbMATH Open, and since 2017 by Scopus. The copyright is retained by the authors, and the contents are protected by the Creative Commons Attribution 4.0 International License (CC BY 4.0), and archived by the Centre Mersenne via CLOCKSS.

Confluentes Mathematici is adherent to the European Mathematical Society's Code of Conduct on Publication Ethics, and respects the Code of Conduct of the Committee on Publication Ethics - COPE.

confluentes

  • 1Mathematics laboratory under the supervision of CNRS, École centrale de Lyon, Insa Lyon, Université Claude Bernard, Université Jean Monnet.
  • 2Mathematics laboratory under the supervision of CNRS and École normale supérieure de Lyon.

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