Journal profile · Mathematics-Discrete Mathematics and Combinatorics
Advances in Combinatorics
ISSN 2517-5599 · Alliance of Diamond Open Access Journals · United Kingdom
Advances in Combinatorics: diamond open access (no APC); no APC; review about 30 weeks (community reports); 11 articles in 2025; indexed in Scopus.
Scope
Aims, scope and focus
Advances in Combinatorics is published by Alliance of Diamond Open Access Journals. By OpenAlex counts of its recent articles, its largest topics are Limits and Structures in Graph Theory, Advanced Graph Theory Research and Advanced Combinatorial Mathematics, together about 67.7% of its articles. Its main subfields are Computational Theory and Mathematics. (generated from OpenAlex topic counts and CAS ranking data)
Research area (LetPub): Mathematics-Discrete Mathematics and Combinatorics
Main research topics OpenAlex counts of recent articles; shares are approximate
- Limits and Structures in Graph TheoryMathematics29.9%
- Advanced Graph Theory ResearchComputer Science20.6%
- Advanced Combinatorial MathematicsMathematics17.2%
- Complexity and Algorithms in GraphsComputer Science10.8%
- Analytic Number Theory ResearchMathematics8.3%
- Advanced Topology and Set TheoryMathematics3.9%
- Finite Group Theory ResearchMathematics1.5%
- Graph Labeling and Dimension ProblemsComputer Science1.5%
Rankings & indexing
CAS ranking and database indexing
CAS Journal Ranking
CAS Journal Ranking, upgraded edition (March 2025)Not covered
Not covered by this edition.
CAS Xinrui Journal Ranking (March 2026)Not covered
Not covered by this edition.
CAS Journal Ranking, previous upgraded edition (December 2023)Not covered
Not covered by this edition.
Database indexing
ScopusDOAJLetPub
International journal early-warning lists: not listed in any editionLetPub
Editions, and major and minor categories, are shown separately and never merged into one zone; check which edition your institution uses before you submit or report.
Metrics
Impact metrics and publication volume
Impact
- CiteScore 2026-06
- 3LetPub ·
- SJR 2026-06
- 2.06LetPub ·
- SNIP 2026-06
- 1.86LetPub ·
- h-index
- 11OpenAlex ·
- i10-index
- 13OpenAlex ·
- 2-year mean citedness
- 1.26OpenAlex ·
- Share of gold OA articles
- 0%LetPub ·
Articles by year OpenAlex count · 68 in total · the current year is incomplete
| Year | Articles | Open access | Citations |
|---|---|---|---|
| 2026 | 10 | 10 | 25 |
| 2025 | 11 | 11 | 65 |
| 2024 | 6 | 6 | 75 |
| 2023 | 7 | 7 | 86 |
| 2022 | 9 | 9 | 46 |
| 2021 | 9 | 9 | 48 |
Sources count differently and were observed at different times, so each source's own value is kept; "publisher" marks figures from the journal's website.
Review & acceptance
Review time and acceptance
- Average review time (community reports)
- about 30 weeksLetPub ·
- Submission to publication (journal-reported)
- about 30 weeksDOAJ ·
- Peer review
- Single anonymous peer reviewDOAJ
Community reports come from authors' own submissions (confidence 0.5) and are not a promise from the journal; for publisher figures, the journal's own definitions apply.
Fees & open access
APC and open-access policy
Diamond open access (no APC)DOAJ
Every article is open access and authors pay no article processing charge.
| Source | APC | Fee waiver | License | Observed |
|---|---|---|---|---|
| DOAJ | No APC | No | CC BY |
The journal's website is authoritative for fees; sources were observed at different times and each keeps its own value, without averaging.
Profile
Publication details and official links
- Publisher
- Alliance of Diamond Open Access Journals
- Country or region
- United Kingdom
- Language
- English
- ISSN
- 2517-5599
- Official links
FAQ
Frequently asked questions about Advances in Combinatorics
How long does peer review take at Advances in Combinatorics?
Authors report an average review time of about 30 weeks. Article statistics cover accepted papers only, publisher figures follow the journal's own definitions, and community reports come from authors' own submissions; none is a promise from the journal.
Which databases index Advances in Combinatorics?
According to LetPub and DOAJ records, Advances in Combinatorics is indexed in Scopus and DOAJ.
Is Advances in Combinatorics open access, and what is the APC?
Advances in Combinatorics is a diamond open-access journal (no APC). It charges no article processing charge.
Sources and updates
The facts on this page come from LetPub, OpenAlex, DOAJ; every figure is tagged with its source and the date it was observed, and conflicting values are kept per source. LetPub source page: view ↗ (archived 2026-08-26). Last updated: .