Likert or Not: LLM Absolute Relevance Judgments on Fine-Grained Ordinal Scales
Charles Godfrey, Ping Nie, Natalia Ostapuk, David Ken, Shang Gao, Souheil Inati

TL;DR
This paper investigates whether large language models perform better at relevance judgments when using pointwise scoring with fine-grained ordinal scales versus traditional listwise ranking, finding that larger ordinal scales diminish the performance gap.
Contribution
The study demonstrates that increasing the granularity of ordinal relevance labels in pointwise scoring reduces the performance difference compared to listwise ranking in LLM relevance tasks.
Findings
Larger ordinal relevance scales improve pointwise scoring performance.
The gap between pointwise and listwise methods becomes statistically insignificant with sufficiently fine-grained labels.
Results are consistent across multiple LLMs and benchmark datasets.
Abstract
Large language models (LLMs) obtain state of the art zero shot relevance ranking performance on a variety of information retrieval tasks. The two most common prompts to elicit LLM relevance judgments are pointwise scoring (a.k.a. relevance generation), where the LLM sees a single query-document pair and outputs a single relevance score, and listwise ranking (a.k.a. permutation generation), where the LLM sees a query and a list of documents and outputs a permutation, sorting the documents in decreasing order of relevance. The current research community consensus is that listwise ranking yields superior performance, and significant research effort has been devoted to crafting LLM listwise ranking algorithms. The underlying hypothesis is that LLMs are better at making relative relevance judgments than absolute ones. In tension with this hypothesis, we find that the gap between pointwise…
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Taxonomy
TopicsStatistical and numerical algorithms
