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About Interaction Scientifique
An international non-profit scientific publisher, registered in France as an Association loi 1901.
Who we are
Interaction Scientifique supports the dissemination, exchange and advancement of scientific knowledge through high-quality scholarly publications. We give researchers, academics and scientific communities an international platform to share original research and contribute to the development of their fields.
Our publishing activities focus on mathematics and algebra, while promoting interdisciplinary scientific communication and collaboration.
Our mission
- Promote the dissemination of high-quality scientific research.
- Support researchers and academic communities through international scholarly publishing.
- Encourage the exchange of scientific knowledge across institutions and countries.
- Contribute to open and accessible scientific communication.
- Maintain rigorous academic and editorial standards.
Legal status
Interaction Scientifique is a legally registered non-profit association under French law (Association loi 1901). Our non-profit status reflects our commitment to serving the scientific community rather than pursuing commercial objectives.
The association is registered with INSEE and listed in the French public business directory (Sirene). Its creation was announced in the Journal Officiel des Associations et Fondations d'Entreprise (JOAFE) on 7 August 2025, announcement number 202500321203.
Official records:
Our organisation
The association provides the organisational and administrative framework for its publishing activities. As an open access publisher, it supports the broad dissemination of published research and aims to make scientific knowledge accessible to a wide readership.
Editorial structure
The journal operates through an independent editorial structure led by an Editor-in-Chief and supported by an Editorial Board and other academic contributors. The editorial team evaluates and manages submitted manuscripts in accordance with the journal's policies and academic standards.
Scientific independence
Editorial decisions are based on academic and scientific criteria and are independent of commercial or other non-academic considerations. We are committed to academic integrity, transparency and responsible publishing practice.
Annual report 2026
To date we have published three issues of the Galois Journal of Algebra. The fourth and fifth issues are being completed and will be published on schedule.
- Volume 2, Issue 2Spring 2026, pages 1–113
- Volume 2, Issue 1Winter 2026, pages 1–143
- Volume 1, Issue 1Autumn 2025, pages 1–136
Five special issues are currently open:
- Recent Advances in Algebraic Graph TheorySpecial issue, Galois Journal of AlgebraOpen call
- Recent Advances in Monomial AlgebrasSpecial issue, Galois Journal of AlgebraOpen call
- Recent Advances in Algebraic CombinatoricsSpecial issue, Galois Journal of AlgebraOpen call
- Recent Advances in Algebraic Coding Theory and CryptographySpecial issue, Galois Journal of AlgebraOpen call
- Recent Advances in Algebraic Number TheorySpecial issue, Galois Journal of AlgebraOpen call