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constructions. IEEE Trans. Inf. Theory 56, 2938–2945 (2010)
158. Weinstein, Y.S.: Syndrome measurement strategies for the [[7, 1, 3]] code. Quantum Inf.
Process. 14, 1841–1854 (2015)
159. Weinstein, Y.S.: Syndrome measurement order for the [[7, 1, 3]] quantum error correction
code. Quantum Inf. Process. 15, 1263–1271 (2016)
160. Wilde, M.M., Brun, T.A.: Unified quantum convolutional coding. In: International Symposium
on Information Theory (ISIT), Toronto, Canada, 6–11 July 2008
161. Wilde, M.M., Brun, T.A.: Entanglement-assisted quantum convolutional coding. Phys. Rev.
A 81, 042333 (2010)
162. Xiaoyan, L.: Quantum cyclic and constacyclic codes. IEEE Trans. Inf. Theory 50, 547–549
(2004)
163. Xu, Y., Ma, Z., Zhang, C.: On classical BCH codes and quantum BCH codes. Chin. J. Electron.
26, 64–70 (2009)
164. Yixuan, X., Yuan, J., Fujiwara, Y.: Quantum synchronizable codes from quadratic residue
codes and their supercodes. In: Proceedings of IEEE Information Theory Workshop, Hobart,
TAS, Australia 172–176 Nov 2014
165. Yue, D.W., Feng, G.Z.: Minimal cyclotomic coset representatives and their applications to
BCH codes and Goppa codes. IEEE Trans. Inf. Theory 46, 2625–2628 (2000)
166. Yue, D.W., Hu, Z.M.: On the dimension and minimum distance of BCH codes over G F(q).
Chin. J. Electron. 18, 263–269 (1996)
167. Zhang, T., Ge, G.: Quantum block and synchronizable codes derived from certain classes of
polynomials. https://arxiv.org/abs/quant-ph/1508.00974 (2015). Accessed 15 May 2019
168. Zhang, T., Ge, G.: Some new classes of quantum MDS codes from constacyclic codes. IEEE
Trans. Inf. Theory 61, 5224–5228 (2015)
169. Zhu, S., Kai, X.: A class of constacyclic codes over Z p m . Finite Fields Appl. 16, 243–254
(2010)
170. Zhu, S., Wang, L., Kai, X.: New optimal quantum convolutional codes. Int. J. Quantum Inf.
13, 1550019–14 (2015)
