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Guiding Worker Self-Selection in Crowdsourcing Contests: An LLM-Augmented Algorithmic Approach

arXiv cs.AI / cs.LG / cs.CLby Nguyen Thach ()1 min read2 · 1 read
AI summary · glm-5.3-flashSummaries by Vani AI

Researchers introduce GRAF, a greedy framework for crowdsourcing contest self-selection, and LLMScore, an LLM-driven method that auto-designs its scoring algorithm.

The paper studies self-selection in Tullock contests (SSTC), where workers choose contests and then compete within them. GRAF is a greedy polynomial-time framework that orders workers by a score vector with zero worker regret and platform optimality guarantees in special cases. LLMScore is an LLM-driven evolutionary framework that produces human-readable, inspectable scoring code, jointly optimizing platform utility and worker satisfaction. Across 1,000 synthetic instances in four settings, GRAF with LLMScore achieves high-quality, often near-optimal outcomes with low worker regret, transferring from small training instances to larger, structurally different settings.

Key facts
  • GRAF guarantees zero worker regret and platform optimality in special SSTC cases
  • LLMScore outputs inspectable, modifiable scoring code rather than opaque policies
  • Trained only on small instances, it transfers to larger and structurally different settings
  • Evaluated on 1,000 synthetic instances spanning four contest settings
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From the original article

1 min read at arxiv.org

Crowdsourcing platforms coordinate large pools of online workers who strategically choose which contests to enter and how much effort to invest. This self-selection can leave important contests with too few participants or too little effort, while workers may regret entering contests that leave them worse off than available alternatives.

arXiv cs.AI / cs.LG / cs.CL

By Nguyen Thach · arxiv.org

Read the full article at arXiv cs.AI / cs.LG / cs.CL

A short excerpt; the article and its images belong to the publisher. Summary, key facts and assessment above are AI-written from the article and can be wrong.