Optimizing Offer Sets in Sub-Linear Time
Vivek F. Farias, Andrew A. Li, and Deeksha Sinha

TL;DR
This paper introduces a fast, sub-linear time algorithm for personalized offer set optimization that works efficiently with large item sets and general user choice models, including the mixed multinomial logit.
Contribution
It presents a novel sub-linear time algorithm for personalized offer set optimization applicable to complex user choice models, with theoretical guarantees and practical validation.
Findings
Runs faster than existing heuristics on large datasets
Achieves improved recommendation performance
Works with general user choice models
Abstract
Personalization and recommendations are now accepted as core competencies in just about every online setting, ranging from media platforms to e-commerce to social networks. While the challenge of estimating user preferences has garnered significant attention, the operational problem of using such preferences to construct personalized offer sets to users is still a challenge, particularly in modern settings where a massive number of items and a millisecond response time requirement mean that even enumerating all of the items is impossible. Faced with such settings, existing techniques are either (a) entirely heuristic with no principled justification, or (b) theoretically sound, but simply too slow to work. Thus motivated, we propose an algorithm for personalized offer set optimization that runs in time sub-linear in the number of items while enjoying a uniform performance guarantee.…
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Taxonomy
TopicsRecommender Systems and Techniques · Consumer Market Behavior and Pricing · Mobile Crowdsensing and Crowdsourcing
