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On Explore-Then-Commit strategies

NeurIPS 2016 · Bandits and online learning › Multi-armed bandits · approach: Optimal stochastic bandit algorithms · 57 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Replace fixed-design exploration with SPRT-based sequential stopping in ETC (known gap)ETC strategy, two-armed Gaussian bandit · two-armed Gaussian bandit, known gapasymptotic regret constant (R/log T times Delta): factor of 4 reduction (4/Delta to 1/Delta)Helped
Use fully sequential UCB-inspired Delta-UCB instead of ETC (known gap)fully sequential strategy vs ETC · two-armed Gaussian bandit, known gapasymptotic regret constant (R/log T times Delta): factor of 2 over SPRT-ETC (1/Delta to 1/(2Delta))Helped
Use BAI-based ETC with log(T/2n) threshold instead of fixed-design (unknown gap)ETC strategy, unknown gap · two-armed Gaussian bandit, unknown gapasymptotic regret constant (R/log T times Delta)No clear effect
Use UCB* with smaller confidence bonus instead of UCB (unknown gap)UCB · two-armed Gaussian bandit, unknown gapempirical regret vs UCBHelped
Fully sequential strategies vs best ETC strategiesknown and unknown gap settings · two-armed Gaussian banditasymptotic regret factor relative to best ETC: factor of 2Helped
Use ETC with Track-and-Stop exploration instead of uniform/fixed exploration for K armsETC strategy, multi-armed Gaussian bandit · K arms with equal suboptimal meansasymptotic regret vs Lai-Robbins boundMixed

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