Max-Flow Min-Cut Theorem

In this video, we will discuss two fundamental problems in graph theory: the max-flow problem and the min-cut problem.
The max-flow problem is the problem of finding the maximum amount of flow that can be sent from the source vertex to the sink vertex in a flow network. The min-cut problem is the problem of finding a set of edges in a graph that, when removed, separates the source vertex from the sink vertex. The goal is to find a set of edges with the minimum total weight.
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