ref

codes/quantum/oscillators/fock_state/rotation/binomial.yml

@@ -45,7 +45,7 @@ features:
     - 'Fault-tolerant scheme that converts the required POVM into binary measurements whose redundancy is guaranteed by a classical code \cite{arxiv:2402.04093}.'
 
 realizations:
-  - 'Microwave cavities coupled to superconducting circuits: state transfer between a binomial codeword to another system \cite{arxiv:1712.05832}, error-correction protocol nearly reaching break-even \cite{arxiv:1805.09072}, and a teleported CNOT gate \cite{arxiv:1810.04690}. A realization of the "0-2-4" encoding is the first to go beyond break-even error-correction and yields a logical lifetime that exceeds the cavity lifetime by \(16\%\) \cite{arxiv:2211.09319} (see also \cite{arxiv:2211.09116}). See Ref. \cite{arxiv:2111.07965} for another experiment.'
+  - 'Microwave cavities coupled to superconducting circuits: state transfer between a binomial codeword to another system \cite{arxiv:1712.05832}, error-correction protocol nearly reaching break-even \cite{arxiv:1805.09072}, a teleported CNOT gate \cite{arxiv:1810.04690}, and fault-tolerant logical operations utilizing three-level ancillas \cite{arxiv:1907.12327}. A realization of the "0-2-4" encoding is the first to go beyond break-even error-correction and yields a logical lifetime that exceeds the cavity lifetime by \(16\%\) \cite{arxiv:2211.09319} (see also \cite{arxiv:2211.09116}). See Ref. \cite{arxiv:2111.07965} for another experiment.'
   - 'Motional degree of freedom of a trapped ion: binomial state preparation for \(S=2\) realized by Tan group \cite{arxiv:2310.15546}.'
 
 notes: