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Detecting Rewards Deterioration in Episodic Reinforcement Learning

ICML 2021 · Reinforcement learning › Visual and representation RL · approach: In-context and adaptive RL · 1 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use covariance-weighted UDT instead of Mean, CUSUM, or HotellingFixed-policy reward monitoring · Pendulum, HalfCheetah, and Humanoid deterioration scenariosdetection rate and time until detectionHelped
Use UDT, PDT, or MDT for increased control cost and additive noiseFixed-policy reward monitoring · Pendulum, HalfCheetah, and Humanoiddetection rate: 100%Helped
Use Mean rather than the proposed testsFixed-policy reward monitoring · Pendulum, control cost increased from 110% to 300%detection rate: 110% to 300%Hurt
Use two lookback horizons rather than only a short horizonSequential degradation tests · HalfCheetah, +10% control costdetectionHelped
Use a short lookback horizon rather than only a long horizonSequential degradation tests · HalfCheetah, +30% control costtime until detectionHelped
Exploit covariance structure rather than ignore time-step variabilityUDT and PDT · HalfCheetah, individual testsdetection performance with additional samplesHelped
Use UDT when some reward changes are positive and others negativeUDT · Pendulum, longer poledetection robustnessHurt
Use PDT instead of UDT to focus on a subset of time-stepsPDT · HalfCheetah, increased gravitydetection robustnessHelped
Use PDT when time-step weights differ extremelyPDT · Pendulum, modified length and massdetection robustnessHurt
Run Mean, Hotelling, and PDT in parallel as MDTMDT · Pendulum modified length and mass and other tested scenariosdetection robustnessHelped
Bootstrap whole episodes for sequential false-alarm controlBFAR · Pendulum, HalfCheetah, and Humanoid under H0false alarm rate: 5%No clear effect
Use covariance-aware UDT rather than a simple mean testUDT · Uniform degradation in episodic signalsasymptotic power: G^2 = 1 + Σ w_ij(λ_i−λ_j)^2Helped

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