On $[[n,n-4,3]]_{q}$ Quantum MDS Codes for odd prime power $q$

preprint2009arXivOpen access

For each odd prime power $q$ , let $4 \leq n\leq q^{2}+1$ . Hermitian self-orthogonal $[n,2,n-1]$ codes over $GF(q^{2})$ with dual distance three are constructed by using finite field theory. Hence, $[[n,n-4,3]]_{q}$ quantum MDS codes for $4 \leq n\leq q^{2}+1$ are obtained.

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On $[[n,n-4,3]]_{q}$ Quantum MDS Codes for odd prime power $q$

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On [[n,n−4,3]]q[[n,n-4,3]]_{q}[[n,n−4,3]]q​ Quantum MDS Codes for odd prime power qqq

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On $[[n,n-4,3]]_{q}$ Quantum MDS Codes for odd prime power $q$