“…For many years, linear codes have active developments over various rings [9,10,11,12,13,14,17,21,23]. Recently, finding symbol-pair weight and RT weight is a great challenge in coding theory [5,16,22].…”
In this paper, we determine the minimum symbol-pair weight and RT weight of repeated-root cyclic codes over R = F p m [u]/ u 4 of length n = p k . For the determination, we explicitly present third torsional degree for all different types of cyclic codes over R of length n.
“…For many years, linear codes have active developments over various rings [9,10,11,12,13,14,17,21,23]. Recently, finding symbol-pair weight and RT weight is a great challenge in coding theory [5,16,22].…”
In this paper, we determine the minimum symbol-pair weight and RT weight of repeated-root cyclic codes over R = F p m [u]/ u 4 of length n = p k . For the determination, we explicitly present third torsional degree for all different types of cyclic codes over R of length n.
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