Price of Fairness in Bandits: A Tight Minimax Characterization
2026-07-16T07:23:58Z•14c1132bee4e557e94af64de567159032708013e2d0c536fd0f2a3a4688cdffc
CANA-framework','graph-regularizationCoulomb-kernelEB-VAELLM-invocationMMDUCB-HAREWasserstein-gradient-flowanalogical-reasoningbanditsboostingconditional-distributionsevent-triggeringfairnesshistorical-analogieslongitudinal-modelingmachine-learningmaskingmodel-fingerprintingparallel-gradient-boostingprivacyregret-boundssequential-decisionstochastic-approximationtime-to-eventtwo-time-scale
What happened
Batch of arXiv July 16, 2026 ML/stat papers covering algorithmic and theoretical advances plus privacy/operational decision frameworks. Key items: (1) “Price of Fairness in Bandits” characterizes the exact polynomial cost of strict fairness for p<0 (q>0) bandit objectives and introduces UCB‑HARE matching lower bounds up to logs; (2) “Non‑Expansive Two‑Time‑Scale Stochastic Approximation” gives sharp lower bounds for Krasnoselskii–Mann residuals and proposes bias‑corrected / single‑loop accelerations improving rates; (3) “Parallel gradient boosting” proposes a common‑descent direction to scale/
Why it matters
A reviewed impact interpretation has not been published for this record.
Evidence and limitations
- Source ID
- arxiv_stat_ml
- Record identifier
- 14c1132bee4e557e94af64de567159032708013e2d0c536fd0f2a3a4688cdffc
- Enrichment time
- 2026-07-16T07:23:58Z
- AI-assisted enrichment
- Yes
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