Problem 5: (a) Give a complete definition of a perfect matching in a bipartite graph. (b) State Hall's Theorem. (c) Determine whether the graph below is bipartite and if it is, whether it has a perfect matching. You must give a complete justification for your answer. ܘܘ ܕܘܘ ܕ ܬ e i k h d f

Computer Networking: A Top-Down Approach (7th Edition)
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Author:James Kurose, Keith Ross
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Problem 5: (a) Give a complete definition of a perfect matching in a bipartite graph.
(b) State Hall's Theorem.
(c) Determine whether the graph below is bipartite and if it is, whether it has a perfect matching.
You must give a complete justification for your answer.
e
i
k
a
h
d
f
Transcribed Image Text:Problem 5: (a) Give a complete definition of a perfect matching in a bipartite graph. (b) State Hall's Theorem. (c) Determine whether the graph below is bipartite and if it is, whether it has a perfect matching. You must give a complete justification for your answer. e i k a h d f
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