A (1-ε)-approximation algorithm for linear matroid intersection (and its weighted version) achieves Õ_ε(nnz(M1) + nnz(M2) + r_* ^ω) time, improving on prior exact and approximate algorithms.
44 Rajeev Motwani and Prabhakar Raghavan.Randomized Algorithms
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Faster Approximate Linear Matroid Intersection
A (1-ε)-approximation algorithm for linear matroid intersection (and its weighted version) achieves Õ_ε(nnz(M1) + nnz(M2) + r_* ^ω) time, improving on prior exact and approximate algorithms.