New Quantum MDS codes constructed from Constacyclic codes
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Quantum maximum-distance-separable (MDS) codes are an important class of quantum codes. In this paper, using constacyclic codes and Hermitain construction, we construct some new quantum MDS codes of the form q=2am+t, n=q^2+1/a. Most of these quantum MDS codes are new in the sense that their parameters are not covered be the codes available in the literature.
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