
find me over at the alternative: @timohillmann.bsky.social
I'm out of here.
English
Timo Hillmann
98 posts

@timohillmann
inactive | go @timohillmann.bsky.social | PhD student @chalmersuniv. Interested in circuitQED, bosonic error correction & driven-dissipative phase transitions



It amounts to proving this simple-looking identity (maybe via Poisson summation?):










Houston, we are below the quantum error correction threshold! 🚀 In “Quantum error correction below the surface code threshold” (arxiv.org/abs/2408.13687), we implement a 101-qubit surface code. Each time we increase the distance by two, the logical error rate is cut in half!




