Applied Mathematics · Vol. 9, Issue 3 · pp. 405–414
Accuracy and Runtime of Sparse Matrix Optimization Across 426 Test Problems
Phyllis Tromp
Georgia Tech
Abstract
sparse matrix optimization is a central problem in applied mathematics, yet standard techniques scale poorly in longitudinal cohorts. We assemble a dataset of 2233 observations and evaluate three competing models under matched conditions. Results show a 22% gain in accuracy alongside a marked reduction in variance between replicates. We release our data and code to support replication by other student researchers.
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