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Suppose vi and v2 are the bipartition sets in a bipartite

Question: (a) Suppose V_I and V₂ are the bipartition sets in a bipartite graph G. If |V1| > |V2|, then it is clearly impossible to find a matching which saturates V₁. State a result which is applicable to this case and give a necessary and sufficient condition for your result to hold.

(b) How should your result in (a) be interpreted when applied to the job assignment problem?

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Mathematics: Suppose vi and v2 are the bipartition sets in a bipartite

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Mathematics: Suppose vi and v2 are the bipartition sets in a bipartite

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