Extending Construction X for Quantum Error-Correcting Codes

Akshay Degwekar, Kenza Guenda, T. Aaron Gulliver

In this paper we extend the work of Lisonek and Singh on construction X for quantum error-correcting codes to finite fields of order $p^2^ where p is prime. The results obtained are applied to the dual of Hermitian repeated root cyclic codes to generate new quantum error-correcting codes.

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