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Defines coupling matrix A = (ε/2)·[[0,1],[1,0]], proves ‖A‖ = |ε|/2, and applies Mathlib Gronwall for the discrete-continuous coupling bound: ‖e(t)‖ ≤ ‖e(0)‖ · exp(|ε|/2 · (t-a)) Includes trajectory distance variants (interval + global). |
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| .. | ||
| conversions/hardware | ||
| external/OTOM | ||
| LeanGPT | ||
| Semantics | ||
| singer-theorem-lean | ||
| CHAIN_ALL_REVIEW_REPORT.md | ||