Applied Mathematics · Vol. 9, Issue 3 · pp. 81–99
Accuracy and Runtime of Chaotic Attractor Stability Across 462 Test Problems
Lise Michiels · Salwator Zwoliński
Carnegie Mellon University · USC
Abstract
Recent advances in low-cost approaches have opened new routes to studying chaotic attractor stability. Using equipment available in most teaching laboratories, we replicate and extend prior findings across 3629 experimental runs. Results show a 11% gain in accuracy alongside a marked reduction in variance between replicates. These findings suggest a practical path toward broader adoption with limited supervision.
Related papers in Applied Mathematics
View all →MR-2025-0427Benchmark Results for Epidemic Spread Modeling Across 474 Test ProblemsMR-2025-0403Convergence of Numerical PDE Solvers Across 450 Test ProblemsMR-2025-0391Benchmark Results for Sparse Matrix Optimization Across 438 Test ProblemsMR-2025-0379Accuracy and Runtime of Sparse Matrix Optimization Across 426 Test Problems