We present a new construction for p-ary codes meeting the Plotkin bound, from any planar function on the additive group of GF(pa), p odd. We use the Coulter-Matthews planar functions with p=3 to construct new infinite families of ternary category cocyclic codes and give their parameters for a≤6.
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机译：我们从GF（p a ）加成组p奇数的任何平面函数中，提出一种满足Plotkin界线的p元代码的新构造。我们使用p = 3的Coulter-Matthews平面函数构造新的三元类共循环码无穷系列，并给出a≤6的参数。
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