Let g be a graph with p vertices and p-1 edges prove that g
Let G be a graph with p vertices and p-1 edges.
Prove that G is a tree iff any p-1 rows of the incidence matrix are linearly independent over Z/(2) (integers modulo 2).
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let g be a graph with p vertices and p-1 edgesprove that g is a tree iff any p-1 rows of the incidence matrix are
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