2014, 19(5): 442-451.
The weight hierarchy of a [n,k;q] linear code C over Fq is the sequence (d1,...,dr,..., dk) , where dr is the smallest support weight of an r-dimensional subcode of $C$. In this paper, by using the finite projective geometry method, we research a class of weight hierarchy of linear codes with dimension 5. We first find some new pre-conditions of this class. Then we divide its weight hierarchies into six subclasses, and research one subcla...