… codes, we construct self-dual codes over 7 which have larger minimum weights than the
previously known self-dual codes … circulant codes, we have found Hermitian self-dual codes with …

… tance than that code. Further, since the highest minimum distance of the self-dual code of
length 8 over F3 is 3, then we can not get the quantum code [[8, 0, ≥ 4]]3 by self-dual codes. …

… the weight enumerator WC(x,y) of a self-dual code C can be viewed as a polynomial invariant
of G. … in computing weight enumerators of classical self-dual codes; see for example, [Gle71…

… codes for \(q\ge 64\) and \(q\ne 125\) in [1, 41]. The constructions of Euclidean self-dual GRS
codes … of extremal Euclidean self-dual codes or optimal Euclidean self-dual codes of large …

… self-dual codes of length divisible by 12 and quaternary near-extremal Hermitian self-dual
codes … for which there is a ternary near-extremal self-dual code of length 12m for \(m =3,4,5,6\). …

… To construct a Lorentzian even self-dual lattice, we need to prepare an even self-dual code
C… As expected, if we consider self-dual codes (m1 = m2), we find the radius to be the self-dual …

… Corollary 12: For all but a finite number of primes , can be extended to a self-dual MDS code
of … But then [11, Theorem 20] allows us to construct the desired self-dual MDS code of length …

… self-dual code, we always assume that m is odd. By the Gleason-Pierce Theorem a self-dual
code … but we do not have such a simple formulation for the non-binary case (cf. [-5, Chap. 3])…

… useful for studying nonbinary codes. For the … self-dual code then C ⊗ F4 is a self-dual code
belonging to both families 4H and 4E. Conversely, it is not difficult to show that if C is self-dual …

… stabilizer codes such as various code families and general code constructions are generalized
to the nonbinary … Let B be a self dual basis of Fql over Fq. Expanding each element of Fql …