~

Author: valbert4

codes/quantum/qudits/small/qutrit_golay.yml

@@ -44,8 +44,8 @@ relations:
   cousins:
     - code_id: ternary_golay
       detail: 'The qutrit Golay code is a CSS code constructed from the ternary Golay code.'
-    - code_id: graph_quantum
-      detail: 'The qutrit Golay code can be realized as a graph quantum code \cite[Fig. 2]{arxiv:2003.02717}.'
+    - code_id: qudit_cluster_state
+      detail: 'The qutrit Golay code can be realized as a modular-qudit cluster-state code \cite[Fig. 2]{arxiv:2003.02717}.'
 
 
 # Begin Entry Meta Information

codes/quantum/qudits/stabilizer/qudit_cluster_state.yml

@@ -44,7 +44,6 @@ relations:
       detail: 'A type of modular-qudit cluster-state code can be built from a modular-qudit cluster state by applying the modular-qudit CWS construction using a linear \(q\)-ary code, in which codewords are obtained by applying modular-qudit \(Z\)-type operators defined by the code to the modular-qudit cluster state; see, e.g., Ref. \cite{arxiv:2304.08363}.'
     - code_id: graph_quantum
       detail: 'Graph quantum codes for \(G=\mathbb{Z}_q\) reduce to modular-qudit cluster-state codes.'
-
     - code_id: hopf_cluster_state
       detail: 'Hopf-algebra cluster-state codes reduce to modular-qudit cluster-state codes when the Hopf algebra reduces the group \(\mathbb{Z}_q\).'
   cousins: