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Racing Thompson: an Efficient Algorithm for Thompson Sampling with Non-conjugate Priors

ICML 2018 · Bandits and online learning › Multi-armed bandits · approach: Pure exploration algorithms · 4 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use Racing Thompson instead of standard Thompson samplingBernoulli bandits with conjugate Beta priors · Bernoulli bandits, 10 armsregretNo clear effect
Use Racing Thompson instead of Thompson sampling with a Beta priorBernoulli bandits with a truncated Gaussian prior · Bernoulli bandits, 10 arms, truncated Gaussian priorregretHelped
Use Racing Thompson instead of SMCBernoulli bandits with a truncated Gaussian prior · Bernoulli bandits, 10 arms, truncated Gaussian prior; larger time stepsregretHelped
Use Racing Thompson instead of Thompson sampling with a Beta priorBernoulli bandits with dependent priors · Bernoulli bandits, 10 arms, dependent priorregretHelped
Use Racing Thompson instead of SMCBernoulli bandits with dependent priors · Bernoulli bandits, 10 arms, dependent prior; larger time stepsregretHelped
Increase σ from 0.1 to 0.7 (ablation)Racing Thompson · Bernoulli bandits, Beta(5,5), δ=0.1average regret: 19.3 -> 27.8Hurt
Increase δ from 0.1 to 0.7 (ablation)Racing Thompson · Bernoulli bandits, Beta(5,5), σ=0.1average regret: 19.3 -> 20.2Hurt
Decrease σ from 0.7 to 0.1 (ablation)Racing Thompson · Bernoulli bandits, Beta(5,5), δ=0.1average number of particles: 6.3 -> 353.4Hurt

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