engelsma@buster.cps.msu.edu (Engelsma Jonathan) (10/31/90)
I've been told the following has been proven:
Given a graph G, any two vertices u and v, and a maximum spanning tree
T. Let e be an edge with minimum weight w(e) on the path from u to
v in T. For any maximum spanning tree T' of G there will be a minimal
edge e' on the path from u to v such that w(e') = w(e).
Could somebody please give me a reference to where this proof was published.
Please e-mail your responses directly to me and if there is enough interest
I'll post a summary of responses.
Thanks in advance,
Jonathan
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Jonathan R. Engelsma Michigan State University
E-mail: engelsma@buster.cps.msu.edu Department of
uunet!frith!engelsma Computer Science
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