Abstract
In recently years, intrinsically linked and intrinsically knotted graphs, as very important graphs in spatial graphs are becoming targets of some relatively new research areas. This paper is devoted to the graph disjoint linking in is disjoint linked in arbitrary 3-manifold,and show that the graph is minor minimal with respect to intrinsically disjoint linked graph in arbitrary 3-manifold. The theorem is proved by the lemmas, the conclusion is concluded.
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