Advances in Combinatorics
Country
United Kingdom
Western Europe
Subject Area and Category
Mathematics
└
Discrete Mathematics and Combinatorics
Q1
Publisher
SJR 2025
2.055
Q1
SJR Score
H-Index
12
Citations / Doc (2yr)
2.14
Total Docs. (latest)
10
Total Citations (3yr)
44
Publication type
Journals
ISSN
25175599
Coverage
2019-2025
Journal Rank
#1,364
Subject Categories
Discrete Mathematics and Combinatorics
Q1
Subject Areas
Aims & Scope
Advances in Combinatorics is a mathematical journal that publishes high quality articles about combinatorial structures such as graphs, hypergraphs, set systems, matroids, geometrical configurations, and sets of integers, including their algorithmic aspects.
We aim to be a top-level specialist journal in combinatorics.
We do not have a set number of issues per year, so it is our policy to accept articles if and only if we judge them to have reached the standard we are looking for.
As a rough guide, an article in Advances in Combinatorics should be what the title of the journal suggests: a genuine advance on a question of clear interest to combinatorialists.
Abstracting & Indexing
Scopus
Google Scholar
Directory of Open Access Journals (DOAJ)
Detailed Metrics
| Total Docs. (latest) | 10 |
| Total Docs. (3 years) | 22 |
| Total Refs. | 365 |
| Total Citations (3 years) | 44 |
| Citable Docs. (3 years) | 22 |
| Citations / Doc. (2 years) | 2.14 |
| Ref. / Doc. | 36.50 |
| % Female | 11.1% |
Metrics Visualization
Latest year data vs 3-year cumulative figures
Publication & Citation Trend
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Top 10 Most Cited Articles
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Frequently Asked Questions
What is the impact factor of Advances in Combinatorics?
The official Journal Impact Factor (JIF) is published by Clarivate in the Journal Citation Reports (JCR) and is not listed on this page. Based on SCImago data, Advances in Combinatorics has an SJR of 2.055 and is ranked Q1.
What is the SJR and quartile of Advances in Combinatorics?
Advances in Combinatorics has an SJR (SCImago Journal Rank) of 2.055 and its best quartile is Q1.
What is the H-index of Advances in Combinatorics?
The H-index of Advances in Combinatorics is 12, meaning 12 of its articles have each been cited at least 12 times.
Is Advances in Combinatorics indexed in Scopus?
Yes. Advances in Combinatorics is active in Scopus (Scopus Source List, August 2026).
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