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Digital twins & sim-to-real

Does cloning an expert from logs recorded in a digital twin recover the expert?

research/demo-twin

Cloning an expert from twin-logged demonstrations under actuator saturation: applied-action logs bias the clone even in a perfect twin (gain 0.58 vs 0.96, +9.8% cost), Stein closed form, quieter or looser twins help, narrow coverage fixes it, DAgger with applied labels is worse.

7 tests

What it found

Demonstrations logged as applied (actuator-clipped) actions bias a linear clone even in a perfect twin: at an actuator limit of 1 the clone gain is 0.58 against the expert’s 0.96 and its real cost is 9.8% higher, with the exact Gaussian-state gain k0 P(|k0x|<U) from Stein’s lemma. Twin errors act through the states they visit and can help: 0.25× noise cuts the gap to 0.002, 2× raises it to 0.75, and a loose twin limit of 3 nearly removes it. Log-state coverage narrower than half the saturation width recovers the expert, while DAgger with applied-action labels converges to a worse gain (0.5575, gap 0.169 vs 0.141). Stylised: scalar plant, population-level fit, no real logs.

A figure from its own output

Figure produced by research/demo-twin: clone_gap
demo-twin/experiments/clone_gap.svg, written by the project's own experiment code.

Paper, code and results

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Produced with AI assistance (Claude). Results are from the code in this repository and are simulated or stylised unless the abstract says otherwise; nothing here implies affiliation with or endorsement by any lab, researcher or company cited. MIT licensed.