Ars Combinatoria is a peer-reviewed journal that focuses on the wide-ranging and dynamic field of combinatorial mathematics. The journal provides a platform for original research that advances theoretical understanding and explores novel applications within this mathematical domain. Ars Combinatoria welcomes contributions that cover diverse aspects of combinatorics, including but not limited to:
- Graph Theory
- Design Theory
- Extremal Combinatorics
- Enumeration
- Algebraic Combinatorics
- Combinatorial Optimization
- Ramsey Theory
- Automorphism Groups
- Coding Theory
- Finite Geometries
- Chemical Graph Theory
In addition to these core areas, the journal also extends its scope to include research in closely related fields, particularly number theory and classical geometry, offering insights into topics such as:
- Tilings
- Tessellations
- Polyhedra
Ars Combinatoria encourages submissions that present innovative approaches, rigorous proofs, and interdisciplinary applications, fostering a deeper understanding of combinatorics and its relevance to other mathematical and scientific fields.
