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Proving Bounds for the Randomized MaxCut Approximation Algorithm in Lean4

bounds for the Randomized MaxCut Approximation algorithm in Lean4 For a given graph G = (V, E), a cut C is a set of edges such that there is a partition V = (A, B) where all edges e ∈ C have one vertex in A and the other in B. MaxCut is a very famous combinatorial optimization problem wherein we want to find the largest such cut.

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