Question: Let Ti and T, be two spanning trees. Show that there exists a one-to-one mapping p : (T) T1) + (T1 T2) such that for

Let Ti and T, be two spanning trees. Show that there

Let Ti and T, be two spanning trees. Show that there exists a one-to-one mapping p : (T) T1) + (T1 T2) such that for every e ET,, the tree T-(e) +e is a spanning tree. 1

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