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Erwin Schrödinger Institute for Mathematics and Physics

@esivienna.bsky.social did:plc:dobsfbdjk7fwmj5sqbtwikzs

The Erwin Schrödinger International Institute is a visitors-oriented research institute for mathematics and physics at the University of Vienna @univie.ac.at www.esi.ac.at

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Zusammenfassung

Erwin Schrödinger Institute for Mathematics and Physics (@esivienna.bsky.social) ist seit 26 Oktober 2023 auf Bluesky. Das Konto hat 1.170 Follower, folgt 541 Konten und hat 121 Posts veröffentlicht.

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  • Erwin Schrödinger Institute for Mathematics and Physics@esivienna.bsky.social

    Workshop II of the ESI Thematic Programme is underway. Combinatorics & Asymptotics of Discrete Planar Structures brings together researchers from combinatorics, probability and statistical physics. 📍 19–23 Oct 2026 🔗 www.esi.ac.at/events/e589/

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  • Erwin Schrödinger Institute for Mathematics and Physics@esivienna.bsky.social

    A first for set theory ✨ FLINTA* in Set Theory brought researchers from around the world to ESI Vienna to highlight female and non-binary contributions to set theory and foster a more inclusive community. 🎥 Rewatch talks on YouTube 🔗 www.esi.ac.at/events/e611/

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  • Erwin Schrödinger Institute for Mathematics and Physics@esivienna.bsky.social

    BFT26 enters Week 2! ✨ Our Thematic Programme “Statistical Mechanics and Combinatorics of Discrete Planar Structures” continues with Workshop 1: Statistical Mechanics: planar & beyond. 🎥 Rewatch talks: www.youtube.com/playlist?lis... 🔗 www.esi.ac.at/events/e589/

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  • Random Structures@randomstructures.bsky.social

    Our team member Mihyun Kang gave the prestigious Richard Rado lecture to open the 31st British Combinatorial Conference at @cardiffuniversity.bsky.social, It was a "a great honour". She spoke on phase transitions in random planar graphs, a central topic of our group. 📸 Brit. Comb. Committee

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  • Random Structures@randomstructures.bsky.social

    ASIACOMB is wrapping up and Mihyun was honoured to be one of the plenary speakers. After the UK, she brought her research on "Phase Transitions in random graphs on surfaces" to South Korea. Thanks for sharing one of random structures central topics with the world! #combinatorics #randomness

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