๐”– Bobbio Scriptorium
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On the diameters of spanning trees

โœ Scribed by Sankaran, V.; Krishnamoorthy, V.


Book ID
114613766
Publisher
IEEE
Year
1985
Weight
344 KB
Volume
32
Category
Article
ISSN
0098-4094

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Let G = (V; E) be a requirement graph. Let d = (dij) n i; j=1 be a length metric. For a tree T denote by dT (i; j) the distance between i and j in T (the length according to d of the unique i -j path in T ). The restricted diameter of T , DT , is the maximum distance in T between pair of vertices wi

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The distance between a pair of vertices u, u in a graph G is the length of a shortest path joining u and u. The diameter diam(G) of G is the maximum distance between all pairs of vertices in G. A spanning tree Tof G is diameter preserving if diam(T) = diam(G). In this note, we characterize graphs th