~

codes/quantum/oscillators/stabilizer/lattice/multimodegkp.yml

@@ -46,7 +46,7 @@ features:
   decoders:
     - 'The MLD decoder for Gaussian displacement errors is realized by evaluating a lattice theta function, and in general the decision can be approximated by either solving (approximating) the closest vector problem (CVP) \cite{doi:10.1109/TIT.2002.800499} (a.k.a. closest lattice point problem) or by using other effective iterative schemes when, e.g., the lattice represents a concatenated GKP code \cite{arxiv:1810.00047,arxiv:1908.03579,arxiv:2109.14645,arxiv:2111.07029}. While the decoder time scales exponentially with number of modes \(n\) generically, the time can be polynomial in \(n\) for certain codes \cite{arxiv:2303.04702}.'
     - 'Babai''s nearest plane algorithm \cite{doi:10.1007/bf02579403} can be used for bounded-distance decoding \cite{arxiv:2303.04702}.'
-    - 'Combining \hyperref[topic:ad]{AD} noise with amplification yields displacement noise, the noise that GKP codes are designed to correct \cite{arxiv:arXiv:quant-ph/0008046,arxiv:1801.07271}.'
+    - 'Combining \hyperref[topic:ad]{AD} noise with amplification yields displacement noise, the noise that GKP codes are designed to correct \cite{arxiv:quant-ph/0008046,arxiv:1801.07271}.'
     - 'ML decoder for correcting shift errors in GKP two-qubit gates \cite{arxiv:2103.06994}.'
 
 notes: