运用特殊化思想研究了GV状模糊拟阵独立集系的确定问题。给出了由拟阵塔(GV状模糊拟阵基系,GV状模糊拟阵秩函数)导出GV状模糊拟阵独立集系的具体方法以及从Ⅱ(S,L)(即S上的GV状模糊拟阵独立集系的全体)分别到Ⅱ(S,L)(即S上的拟阵塔的全体)和墨(S,L)(即5上的GV状模糊拟阵基系的全体)的一一对应。
Determinination of systems of GV-like fuzzy matroid independent sets is studied by using the idea of specialization. A concrete method to induce a system of GV-like fuzzy matroid independent sets on a set S by a tower of matroids on S ( resp. , a system of GV-like fuzzy matroid bases on S, a GV-like fuzzy rank function on S) is given. A one-to-one correspondence from Z (S,L) (the set of all systems of GV-like fuzzy matroid in- depondent sets on S) to T (S,L) ( the set of all towers of matroids on S) or B (S,L) ( the set of all systems of GV-like fuzzy matroid bases on S) is also given, respectively.