Virtual projection onto the code space for rotation-symmetric bosonic codes
ORAL
Abstract
Bosonic quantum error correction codes offer hardware-friendly strategies for error correction because they can use the infinite dimension of Hilbert space of harmonic oscillators. In this talk, we give a framework for virtually projecting the noisy state quantum state for rotation symmetric bosonic codes, e.g., cat codes and binomial codes in an error mitigation manner. Our work allows us to compute the same expectation value in a much more hardware-friendly way than the case in which we apply quantum error detection for rotation symmetric codes. Our framework paves the way towards high-accuracy bosonic quantum computing.
*This project is supported by Moonshot R&D, JST, Grant No. JPMJMS2061; MEXT Q-LEAP Grant No. JPMXS0120319794, and No. JPMXS0118068682 and PRESTO, JST, Grant No. JPMJPR2114, No. JPMJPR1919 and No. JPMJPR1916. and CREST, JST, Grant No. JPMJCR23I4, Moonshot R&D, JST, Grant No. JPMJMS226C and JSPS KAKENHI, Grant No. 23H04390.
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Publication: https://arxiv.org/abs/2211.06164
Presenters
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Suguru Endo
- NTT Corporation
- NTT Corporation, JST PRESTO
- NTT computer & data science laboratories