Dear Colleague,
The Galois Journal of Algebra (GJA) cordially invites the submission of high-quality manuscripts that advance the frontiers of both fundamental and applied algebra. We welcome original research articles, as well as comprehensive review papers, that present novel theoretical insights, innovative methodologies, or impactful applications spanning a broad spectrum of algebraic inquiry.
Scope of the Journal
Topics of interest include, but are not limited to:
- Group theory and representation theory
- Ring theory and module theory
- Field theory and Galois theory
- Commutative algebra and related topics
- Noncommutative algebra and related topics
- Homological algebra and related topics
- Algebraic geometry
- Algebraic coding theory and cryptography
- Algebraic topology
- Linear algebra and its applications
- Algebraic combinatorics
- Algebraic graph theory
- Algebraic number theory
- Lie algebras
- Category theory with applications to algebra
- Banach algebras and C*-algebras
- Hopf algebras
- Hyperstructures in algebra and Fuzzy algebra
- Computer algebra
- Algebraic methods in artificial intelligence
In addition to original research, GJA publishes authoritative review articles that synthesize recent advances in these areas and offer valuable perspectives for future research.
Important Information
- GJA is an international, peer-reviewed, open-access journal, published exclusively online.
- This journal does not charge any fees for manuscript submission, peer review, or publication. The entire process of submission, evaluation, and publication is free of charge. Authors are not required to pay any Article Processing Charges (APCs) or submission fees.
Submission Deadline
January 1, 2026
Submission Process
- Please submit manuscripts via the journal’s official website: https://gja.intrasci.net/contacts?_action=loginForm
- For any inquiries regarding submission guidelines or the scope of the journal, please contact the Editor-in-Chief, or see: https://gja.intrasci.net/journal/authors.note
By contributing your work to GJA, you will be supporting the advancement of algebraic research and honoring the legacy of Évariste Galois, whose groundbreaking ideas laid the foundations of modern algebra.