Max-flow Min-cut Theorem

This lecture covers the Max-flow Min-cut theorem in flow networks, discussing the equivalence between maximum flow, no augmenting paths, and flow equal to minimum cut. It explains the upper bound for finding max-flow, the importance of integral capacities, and the Ford-Fulkerson method for bipartite matching. The lecture also explores edge-disjoint paths and their relation to max-flow and min-cut.