The class of duadic codes is one of the subclasses of cyclic codes. It was introduced by
Pless et al. . The class of quadratic residue codes is a special case of duadic codes.
Duadic codes are generalized from quadratic residue codes. Duadic codes are studied
extensively and many properties of duadic codes are figured out. Duadic codes can be
used as error-correcting codes. We give a summary of properties of duadic codes in
the thesis. We also quote some results on duadic codes. We construct a subclass of
duadic codes and study properties of the minimum distance of this subclass of duadic
codes. We propose a conjecture by doing a lot of experiments and settle a special case
of the conjecture.
Permanent URL for this record: https://lbezone.hkust.edu.hk/bib/b1301501