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Given an undirected graph G with m edges and n vertices, does G have a spanning tree with at most 2 leaves? Determine either a)
Given an undirected graph G with m edges and n vertices, does G have a spanning tree with at most 2 leaves?
Determine either
a) if the problem is NP-Hard, or
b) Identify the smallest values k and l such that there is an O(m^k n^l poly(log(m), log(n)))) algorithm for this problem
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