Non-profit open access publisher, Alençon, France Galois Journal of Algebra
Interaction ScientifiqueAcademic publisher of algebra journals

Advancing algebraic knowledge through academic publishing

Interaction Scientifique is a non-profit scientific publisher based in Alençon, France. We publish the Galois Journal of Algebra: peer-reviewed, open access, and free of charge for authors and readers.

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The permutohedron, the Cayley graph of the symmetric group S4 generated by adjacent transpositions. Drag or use the arrow keys to turn it; point at a vertex to read its permutation.

Our journal

An international journal of original research and expository articles across all areas of algebra.

About the journal
Cover of the Galois Journal of Algebra, Volume 2, Issue 3, 2026

Galois Journal of Algebra

Named in honour of Évariste Galois, whose work laid the foundation of modern algebra.

e-ISSN
3099-196X
Frequency
Quarterly
Access
Open, CC BY 4.0
Publication fees
None
  • Group theory
  • Ring and module theory
  • Commutative algebra
  • Galois theory
  • Algebraic combinatorics
  • Coding theory and cryptography
  • Lie algebras
Current issue Editorial board Guide for authors

Published issues

All issues

Calls for papers

News and events

Online workshops for researchers, students and the wider mathematical community.

Annual report 2026

Three regular issues are published, the fourth and fifth are in preparation, and five special issues are open for submissions.

  • 3 issues published since autumn 2025
  • 5 active special issues
  • 3 online workshops in preparation
Read the annual report

Upcoming online workshops

  1. Mathematical Scientific Writing: Principles and Best Practices

    Practical principles for writing mathematical research articles: the structure of a paper, organising ideas, presenting results and writing effectively.

    Online. Date to be announced.

  2. Using Specialized English Grammar in Mathematical Writing

    Appropriate grammar and academic language for mathematical texts, including common structures, scientific expressions and sentence construction.

    Online. Date to be announced.

  3. Expanding Combinatorial Directions in Mathematics

    Directions and perspectives in combinatorics and their connections with other areas of mathematics, encouraging interdisciplinary thinking.

    Online. Date to be announced.

Dates, registration and access details will be announced on this page.

Indexing and standards