The paper proves quotient-convergence for sequences of matroid and submodular set functions from finite linear spaces, cut capacities, and cycle matroids near positive graphons, and constructs a dense counterexample for nonpositive limits.
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Convergent sequences of combinatorial submodular setfunctions
The paper proves quotient-convergence for sequences of matroid and submodular set functions from finite linear spaces, cut capacities, and cycle matroids near positive graphons, and constructs a dense counterexample for nonpositive limits.