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On the Minimum Support Hierarchy of Linear Codes over Fp +vFp
Author(s): 
Pages: 1621-1626
Year: Issue:  8
Journal: Acta Electronica Sinica

Keyword:  Fp +vFpsupportminimum support hierarchyHamming distance;
Abstract: Based on the direct sum decomposition of linear codes over Fp +vFp(v2 =v),the minimum support hierarchy of linear codes over Fp +vFp and their dual codes are studied by means of the Torsion codes and parity check matrice of these lin-ear codes.With these results the Hamming distance of linear codes over Fp +vFp are determined in terms of that of linear codes over the finite field Fpand an explicit construction for linear codes over Fp +vFp are given with the Hamming distance d,wherepis a prime and dis a positive integer.
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