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Warsaw Quantum Computing Group, Episode 75

Quantiki
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⚡ Quantum Brief
The 75th Warsaw Quantum Computing Group meetup will feature a talk by Michał Parniak on "Rydberg atoms: between quantum sensing and quantum computing," exploring their dual role in emerging quantum technologies. Scheduled for March 12, 2026, at 18:00 UTC+1, the free online event is organized by the Quantum AI Foundation, targeting researchers and enthusiasts in quantum physics and computing. Registration closes March 11, 2026 (EOD UTC+1), with submissions for participation due the same day, ensuring structured engagement for attendees. Rydberg atoms’ unique properties—high excitations and strong interactions—make them pivotal for both quantum computing architectures and precision sensing applications, a key focus of the discussion. The event continues the group’s tradition of accessible, high-level quantum discourse, reinforcing Poland’s growing role in global quantum research and collaboration.
Warsaw Quantum Computing Group, Episode 75

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Warsaw Quantum Computing Group, Episode 75 Acronym: WQCG - Episode 75Dates: Friday, February 27, 2026Organising group(s): Quantum AI FoundationWeb page: Warsaw Quantum Computing Group, Episode 75Registration deadline: Wednesday, March 11, 2026Submission deadline: Wednesday, March 11, 2026We've started registration for the free and online Episode 75 of the Warsaw Quantum Computing Group meetups! On 12.03.2026, at 18:00 UTC+1, Michał Parniak will give a talk: "Rydberg atoms: between quantum sensing and quantum computing". Sign up by 11.03 (EOD UTC+1): https://docs.google.com/forms/d/e/1FAIpQLSd8ZuGyAd4WSjo8vGNgtnw4w1DLET4e... Details: https://www.qaif.org/events/warsaw-quantum-computing-group/next-meeting Best regards Paweł Gora Fundacja Quantum AI P.S.1 Let’s stay in touch on WQCG's Facebook group. P.S.2 You can also follow our fanpage, YouTube channel, website, LinkedIn, Instagram, TikTok, and X profile P.S.3 You can also subscribe to QPoland's newsletter and support our activities. Log in or register to post comments

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Source: Quantiki