Applied Mathematics · Vol. 9, Issue 3 · pp. 581–599
Benchmark Results for Sparse Matrix Optimization Across 438 Test Problems
Orvokki Laitinen · Félicité Clement · Lorene Graham
Monta Vista High School · Yale University · Thomas Jefferson High School for Science and Technology
Abstract
Despite sustained attention from the research community, sparse matrix optimization remains difficult to study outside well-funded laboratories. We introduce a high-throughput framework and benchmark it against established baselines across 1782 trials. The proposed approach improves on the strongest baseline by 3% while reducing computational cost. We release our data and code to support replication by other student researchers.
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