How the Classical Baseline Shapes Machine-Learning Speed Claims in Topology Optimization
Topology optimization places material so that a structure resists deformation under given loads.
ProofPaper ↗
Key points
- Machine-learning methods often report large speed-ups over classical, non-learned optimization, but a slow classical code or a less stiff learned design can exaggerate them.
- We re-ran released code for eight methods on one workstation and studied two in depth: Optimize Any Topology (OAT), a diffusion model that generates designs, and a graph-based neural optimizer.
- Published timings imply a 134x speed-up for OAT on a 256 x 256 grid; our matched single-design comparisons gave 1.5x to 3.5x.
- At matched stiffness, the graph-based optimizer was slower than the classical code in all six two-dimensional problems.
Sources (1)
- [1]How the Classical Baseline Shapes Machine-Learning Speed Claims in Topology OptimizationarXiv (AI, ML, NLP, CV, robotics, multi-agent) · Oct 12, 01:45 AM
Topology optimization places material so that a structure resists deformation under given loads.
Machine-learning methods often report large speed-ups over classical, non-learned optimization, but a slow classical code or a less stiff learned design can exaggerate them.
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