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https://link.springer.com/article/10.1007/s00026-025-00802-w?error=cookies_not_supported&code=7f72cff8-ed47-4603-aa65-ad9365f9e3d2
A Lower Bound on Forcing Numbers Based on Height Functions | Annals of Combinatorics
Jan 5, 2026 - We establish a lower bound on the forcing numbers of domino tilings computable in polynomial time based on height functions. This lower bound is sharp for
lowerboundforcingnumbersbased
https://mathoverflow.net/questions/tagged/co.combinatorics
Newest 'co.combinatorics' Questions - MathOverflow
Q&A for professional mathematicians
newestcoquestionsmathoverflow
https://lexfridman.com/po-shen-loh
#183 - Po-Shen Loh: Mathematics, Math Olympiad, Combinatorics & Contact Tracing | Lex Fridman...
May 14, 2021
poshenlohmathematicscombinatorics
https://arxiv.org/list/math.CO/recent
Combinatorics
combinatorics
https://www.sfb050.risc.jku.at/
SFB F50 Algorithmic and Enumerative Combinatorics — SFB 050
sfbcombinatorics
https://www.cwi.nl/en/events/research-semester-programmes/phasecap-phase-transitions-in-combinatorics-algorithms-probability/
PhaseCAP: Phase Transitions in Combinatorics, Algorithms, Probability
Combinatorics, Algorithms, Probability
phasetransitionscombinatoricsalgorithmsprobability
https://math.stackexchange.com/questions/tagged/combinatorics
Newest 'combinatorics' Questions - Mathematics Stack Exchange
Q&A for people studying math at any level and professionals in related fields
mathematics stack exchangenewestcombinatoricsquestions
https://xkcd.com/3015/
xkcd: D Combinatorics
xkcdcombinatorics
https://ukmt.org.uk/product/topics-in-combinatorics
Topics in Combinatorics - UKMT
Dec 18, 2025 - By Gerry Leversha and Dominic Rowland This is a follow-up to the handbook Introduction to Combinatorics, written by the same two authors, which was published...
topicscombinatorics
https://www.ihes.fr/12e-edition-des-journees-combinatorics-and-arithmetic-for-physics/
« Combinatorics and Arithmetic for Physics », 12e édition - IHES
Dec 11, 2025 - Du 19 au 21 novembre 2025, l'IHES accueille les journées CAP, « Combinatorics and Arithmetic for Physics ».IHES -
combinatoricsarithmeticphysics