Paris, France, 8 March 2022: EDP Sciences and the Société de Mathématiques Appliquées et Industrielles (SMAI) have announced today that six mathematics journals will continue to publish in open access under the Subscribe-to-Open (S2O) model in 2022*. This demonstrates the support from the library community for this equitable open access model which enables open access publication without article processing charges (APCs).
Last year, due to the challenging conditions brought about by the Covid-19 pandemic, the decision to publish in open access under S2O was taken based on a range of exceptional factors rather than finances alone. In 2022, we are delighted to have reached our targets at the portfolio level, and it has therefore been a straightforward decision to keep the journals open.
“We are grateful to all our subscribers and sponsors who have lent their support to S2O and believe in this equitable and collaborative subscription model,” commented Agnès Henri, Managing Director, EDP Sciences. “Our six mathematics journals will continue to need support and we encourage more libraries to join our S2O programme.”
“We are delighted that our mathematics titles will continue to be published in open access,” commented Amandine Véber, Director of Publications, SMAI. “Equitable open science is very important in the mathematics community and we are proud to support this through our publishing strategies.”
“Transparency is an essential element for all stakeholders involved in the S2O model,” commented Anne Ruimy, Senior Publisher, EDP Sciences. “As advocates of open science, we support the principle of transparency and will shortly update our Transparency Report to reflect financial and other important data from 2021.”
In 2020, Mathematical Modelling of Natural Phenomena was the first mathematics journal in the world to adopt the S2O model. Since then, a lot of work has taken place to develop the S2O programme both with SMAI and within the Subscribe to Open Community of Practice. The S2O model received a boost in 2021 when it was endorsed by cOAlition S. In addition, the transition of our mathematics journals to open access is supported by funds from the Fonds national pour la science ouverte (FNSO), and by the CNRS as part of the Diamond OA action plan.__
* The six journals published in open access in 2022 under the S2O programme are: ESAIM: Control, Optimisation and Calculus of Variations, ESAIM: Mathematical Modelling and Numerical Analysis, ESAIM: Probability and Statistics, Mathematical Modelling of Natural Phenomena, RAIRO – Operations Research and RAIRO – Theoretical Informatics and Applications. All the journals are published by EDP Sciences in partnership with SMAI except for RAIRO – Theoretical Informatics and Applications which is published by EDP Sciences only.
Subscribe-to-Open (S20) is one of the transformative models that aims to move subscription journals to open access. S2O was initiated by Annual Reviews and has been endorsed by cOAlition S. It has been embraced by a number of publishers who have come together in the S2O Community of Practice. This innovative model has quickly become an accepted approach for achieving fair and sustainable open access and builds on collaborative initiatives such as SCOAP3 and Knowledge Unlatched. For the EDP Sciences mathematics titles, all articles are published open access, free of charge under a CC-BY 4.0 license. APCs do not apply and authors retain the copyright to their work.
About EDP Sciences
EDP Sciences was established in 1920 by a prestigious academic community of French learned societies seeking to inspire, innovate and inform others by sharing their knowledge. Members of this community included eminent scientists like Marie Curie, Paul Langevin and Louis de Broglie.
Since November 2019, EDP Sciences is owned by Science Press which is itself majority-owned by the Chinese Academy of Sciences (CAS). CAS is a prestigious learned society and the world’s largest research organisation. EDP Sciences has always been, and continues to be, the publishing partner of scientific communities throughout the world.
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