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Trees with given degree sequences that have minimal subtrees

Published 3 Sep 2012 in math.CO | (1209.0273v1)

Abstract: In this paper, we investigate the structures of an extremal tree which has the minimal number of subtrees in the set of all trees with the given degree sequence of a tree. In particular, the extremal trees must be caterpillar and but in general not unique. Moreover, all extremal trees with a given degree sequence $\pi=(d_1, ..., d_5, 1,..., 1)$ have been characterized.

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