Advances in Combinatorics is a new arXiv overlay journal (the journal
published first articles in October 2019), which welcomes high-quality
articles about combinatorial structures such as graphs, hypergraphs, set
systems, matroids, geometrical configurations, and sets of integers,
including their algorithmic aspects. To illustrate the covered topics, I
enclose the list of articles published this year (additional three articles
are to be published during March). The average time between submission and
acceptance is currently about 8 months.
https://www.advancesincombinatorics.com/articles
* D. Mubayi, Z. Füredi, J. Verstraëte, A . Kostochka and T. Jiang: Tight
paths in convex geometric hypergraphs, Advances in Combinatorics, 2020:1,
14pp.
* R. Aharoni, M. DeVos, S. G. Hermosillo de la Maza, A. Montejano and R.
Šámal: A rainbow version of Mantel's Theorem, Advances in Combinatorics,
2020:2, 12pp.
* W. T. Gowers and O. Janzer: Improved bounds for the Erdős-Rogers
function, Advances in Combinatorics, 2020:3, 27pp.
* J. Fox and L. Sauermann: A completion of the proof of the Edge-statistics
Conjecture, Advances in Combinatorics, 2020:4, 52pp.
The aim of the journal is to become a top-level specialist journal in
combinatorics. The journal follows a model established by the journal
"Discrete Analysis" for diamond open access, i.e., it has no printed
copies; instead, the journal provides links to the published versions of
the articles on arXiv.
Editorial board: Béla Bollobás (Cambridge), Reinhard Diestel (Hamburg),
Timothy Gowers (Cambridge), Dan Kráľ (Masaryk Uni and Warwick), Daniela
Kühn (Birmingham), James Oxley (LSU), Bruce Reed (McGill), Gábor Sárközy
(WPI), Asaf Shapira (Tel Aviv), Robin Thomas (Georgia Tech)
The financial and administrative support for the journal is provided by the
Library of Queen's University in Kingston, ON.
Kind regards,
Dan Kral
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