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😍 Our paper "The Integrality Gap of the TSP is 4/3 if the LP Solution Has at Most n+6 Non-zero Components" has been accepted to #IPCO2026! We attack this problem using a novel and general approach that works even beyond the half-integral case! πŸ“„ Our paper is available: arxiv.org/abs/2507.07003
Great news today: our group will have two contributions at #ISCO2026! πŸŽ‰ 1️⃣ A regular paper, where we study the complexity of falsifying heuristics 2️⃣ An extended abstract on the TSP integrality gap (4/3 for LP solutions with ≀ n+6 nonzeros). πŸ‘¨β€πŸ«πŸ‘¨β€πŸ« Don’t miss the talks of our amazing PhD students!
Registration is now open!
3mo
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✨ New abstract submission deadline!!
✨ We show the integrality gap for the symmetric TSP is ≀ 4/3 when the LP solution has ≀ n+6 nonzeros. πŸ’» After a careful study of the TSP polytope, we reduce the problem to finitely many cases and analyze them one by one in a computer-aided proof fashion. πŸ“„ Read more here: arxiv.org/abs/2507.07003
2mo
The 6th #EUROYoungWorkshop is coming to #Lugano, Switzerland πŸ‡¨πŸ‡­| Oct 14-16, 2026 Join us for 3 days of talks, networking & social eventsβ€”inspiring plenaries and lakeside charm await! Abstract submission:Β 10 Mar – 15 Apr Registration: 1 May – 1 Jun πŸ”— euroyoung.eu/lugano2026
11mo
πŸ“’ Abstract submission for the EUROYoung Workshop 2026 in Lugano (CH) opens soon! πŸ“… Workshop: 14–16 October 2026 πŸ“ Abstracts: 10 March – 15 April 2026 Join young researchers in OR for talks, networking & social events. πŸ’» euroyoung.eu/lugano2026 πŸ“§ [email protected] @euroyoung.bsky.social
⚠️ EUROYoung Workshop's deadline is approaching! πŸ“ Submit your abstract by April 15 to join us in Lugano, CH, October 14–16, 2026! ✨ Join us for three days of operations research and networking among young researchers! πŸŽ‰ Plenary speakers announced on our website: euroyoung.eu/lugano2026/
3mo
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Eleonora Vercesi
Eleonora Vercesi
Eleonora Vercesi
Eleonora Vercesi
Eleonora Vercesi
Eleonora Vercesi
Eleonora Vercesi
✨ Our paper "On the integrality gap of small Asymmetric Traveling Salesman Problems" has been accepted in Discrete Optimization! πŸŽ‰ We proved new lower bounds on the integrality gap of ATSP on a given dimension. We also release small, hard-to-solve ATSP instances! Check out: lnkd.in/dVEWYGnD
11mo
EUROYoung Forum
Eleonora Vercesi
πŸ“š New Arxiv Paper Title: The Cloven Traveling Salesman: Cycle Covers and the Integrality Gap of Small ATSP Instances Authors: Alessandro Sosso, Ambrogio Maria Bernardelli, Stefano Gualandi Read more: https://arxiv.org/abs/2511.05045
7mo
ArXiv math.OC Optimization and Control