Croeso i Gymru a Chaerdydd!
Welcome to Wales and Cardiff!
The British Combinatorial Conference is held every two years at a UK university. It features nine renowned plenary speakers, showcasing the full range of combinatorial mathematics, alongside several mini-symposia on more specialised topics, and contributed talks.
The registration for the 31st British Combinatorial Conference 2026 is now open. Please, follow this link to register.
The registration closes on 14 June 2026 (early bird rates are until 17 May 2026).
Courant Institute of Mathematical Sciences NYU
Universität Wien
University of Glasgow
Brown University
Freie Universität Berlin
Queen Mary, University of London
Organised by Akshat Mudgal (Warwick).
Benjamin Bedert (University of Cambridge)
Yifan Jing (Ohio State University)
Samuel Mansfield (University of Manchester)
Mengdi Wang (EPFL)
Organised by Anita Pasotti (Brescia, Italy).
Sylwia Cichacz (AGH University of Krakow)
Andrea Burgess (University of New Brunswick)
Daniel Horsley (Monash University)
Junling Zhou (Beijing Jiaotong University)
Organised by Ahmad Abdi (LSE) and Iskander Aliev (Cardiff).
Stefan Kober (Université Libre de Bruxelles)
Stefan Kuhlmann (ETH Zurich)
Tamas Schwarcz (London School of Economics)
Nicola Wengiel (University of Erlangen)
Organised by Oliver Janzer (EPFL, Switzerland).
Lukas Michel (University of Oxford)
Raphael Steiner (ETH Zurich)
Istvan Tomon (Umeå University)
Julia Böttcher (LSE)
Organised by Iain Moffatt (Royal Holloway).
Steven D Noble (University of Leeds)
Jim Geelen (University of Waterloo)
Peter Nelson (University of Waterloo)
Charles Semple (University of Canterbury)
Organised by Nina Kamčev (Zagreb, Croatia, tbc) and Julia Böttcher (LSE).
Nemanja Draganić (University of Oxford)
Richard Montgomery (University of Warwick)
Kalina Petrova (Institute of Science and Technology Austria)
Fiona Skerman (Uppsala University)
Participants are encouraged to submit an abstract (at most one page) on a topic related to the conference and give a 20-minute presentation. The deadline for submitting abstracts is 10 May 2026. Please, use the latex template file at this link and send your completed abstract template (in both .tex and .pdf form) to the conference organisers at 31BCC2026@cardiff.ac.uk with the subject 'Contributed talk abstract submission'.
To be announced.
The conference will take place on Cardiff University's Cathays Park campus, which is located around Cathays train station in Cardiff.
Participants will be responsible for their travel and accommodation arrangements, and are encouraged to book early to minimise costs and avoid disappointment, in particular, in view of big summertime events in Cardiff. A limited number of single ensuite rooms are available to book at Cardiff University residences during the registration via the conference registration page.
Limited funding is available to (partially) support travel and accommodation of UK-based PhD students. To apply for support, please, send an email with the subject line 'Request for UK-based PhD financial support' to 31BCC2026@cardiff.ac.uk and attach a short CV (including a list of publications) and a letter of support from your PhD supervisor. Please, also include an estimate of your costs and a statement that you do not have access to alternative funding to cover these costs. Please, notice that this support may cover your travel and accommodation at the conference only partially.
The deadline for applications is 10 May 2026. Late applications will only be considered should funds remain unspent.
To receive support, participants must pay the registration fee and give a contributed talk at the conference.
We gratefully acknowledge financial support from HIMR and the UKRI/EPSRC Additional Funding Programme for Mathematical Sciences, the Institute of Combinatorics and its Applications, The Combinatorics Consortium, the London Mathematical Society, the British Combinatorial Committee, and Cardiff University School of Mathematics.
The principal organisers are Andrei Gagarin, Roger Behrend, Matthew Lettington, and Iskander Aliev.