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Low-Rank Bandit Methods for High-Dimensional Dynamic Pricing

NeurIPS 2019 · Bandits and online learning › Online convex optimization and games · approach: Learning for pricing and auctions · 12 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Exploit the low-rank demand structure with OPOK or OPOL instead of GDGDynamic pricing with many products and intrinsic rank below the product count · Synthetic stationary demandcumulative regretHelped
Use OPOK or OPOL when the action dimension has no low-rank reduction to exploitDynamic pricing with N = d · Synthetic stationary demandcumulative regretNo clear effect
Estimate the latent product subspace online with OPOL rather than using known features with OPOKDynamic pricing under noisy demand · Synthetic stationary demandcumulative regretHelped
Use low-rank OPOK or OPOL instead of GDG or explore-then-exploitDynamic pricing with many products · Synthetic demand with structural shockscumulative regretHelped
Use low-rank OPOK or OPOL instead of GDG or explore-then-exploitDynamic pricing with many products · Synthetic drifting demandcumulative regretHelped
Apply OPOL with a low assumed rank despite violating the low-rank demand assumptionHigh-dimensional dynamic pricing · Misspecified full-rank or log-linear demandcumulative regretHelped

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