BoN Appetit Team at LeWiDi-2025: Best-of-N Test-time Scaling Can Not Stomach Annotation Disagreements (Yet)

Fuente: arXiv
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Hauptverfasser: Ruiz, Tomas, Peng, Siyao, Plank, Barbara, Schwemmer, Carsten
Format: Preprint
Veröffentlicht: 2025
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author Ruiz, Tomas
Peng, Siyao
Plank, Barbara
Schwemmer, Carsten
author_facet Ruiz, Tomas
Peng, Siyao
Plank, Barbara
Schwemmer, Carsten
contents Test-time scaling is a family of techniques to improve LLM outputs at inference time by performing extra computation. To the best of our knowledge, test-time scaling has been limited to domains with verifiably correct answers, like mathematics and coding. We transfer test-time scaling to the LeWiDi-2025 tasks to evaluate annotation disagreements. We experiment with three test-time scaling methods: two benchmark algorithms (Model Averaging and Majority Voting), and a Best-of-N sampling method. The two benchmark methods improve LLM performance consistently on the LeWiDi tasks, but the Best-of-N method does not. Our experiments suggest that the Best-of-N method does not currently transfer from mathematics to LeWiDi tasks, and we analyze potential reasons for this gap.
format Preprint
id arxiv_https___arxiv_org_abs_2510_12516
institution arXiv
publishDate 2025
record_format arxiv
spellingShingle BoN Appetit Team at LeWiDi-2025: Best-of-N Test-time Scaling Can Not Stomach Annotation Disagreements (Yet)
Ruiz, Tomas
Peng, Siyao
Plank, Barbara
Schwemmer, Carsten
Computation and Language
Artificial Intelligence
Test-time scaling is a family of techniques to improve LLM outputs at inference time by performing extra computation. To the best of our knowledge, test-time scaling has been limited to domains with verifiably correct answers, like mathematics and coding. We transfer test-time scaling to the LeWiDi-2025 tasks to evaluate annotation disagreements. We experiment with three test-time scaling methods: two benchmark algorithms (Model Averaging and Majority Voting), and a Best-of-N sampling method. The two benchmark methods improve LLM performance consistently on the LeWiDi tasks, but the Best-of-N method does not. Our experiments suggest that the Best-of-N method does not currently transfer from mathematics to LeWiDi tasks, and we analyze potential reasons for this gap.
title BoN Appetit Team at LeWiDi-2025: Best-of-N Test-time Scaling Can Not Stomach Annotation Disagreements (Yet)
topic Computation and Language
Artificial Intelligence
url https://arxiv.org/abs/2510.12516