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Towards More Robust NLP System Evaluation: Handling Missing Scores in Benchmarks

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abstract

The evaluation of natural language processing (NLP) systems is crucial for advancing the field, but current benchmarking approaches often assume that all systems have scores available for all tasks, which is not always practical. In reality, several factors such as the cost of running baseline, private systems, computational limitations, or incomplete data may prevent some systems from being evaluated on entire tasks. This paper formalize an existing problem in NLP research: benchmarking when some systems scores are missing on the task, and proposes a novel approach to address it. Our method utilizes a compatible partial ranking approach to impute missing data, which is then aggregated using the Borda count method. It includes two refinements designed specifically for scenarios where either task-level or instance-level scores are available. We also introduce an extended benchmark, which contains over 131 million scores, an order of magnitude larger than existing benchmarks. We validate our methods and demonstrate their effectiveness in addressing the challenge of missing system evaluation on an entire task. This work highlights the need for more comprehensive benchmarking approaches that can handle real-world scenarios where not all systems are evaluated on the entire task.

fields

cs.LG 1

years

2025 1

verdicts

CONDITIONAL 1

representative citing papers

Metritocracy: Representative Metrics for Lite Benchmarks

cs.LG · 2025-06-11 · conditional · novelty 7.0

Defines positional representation and positional proportionality for metric subset selection, with nearly tight worst-case bounds, greedy algorithms, and case studies on LLM and hospital benchmarks.

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  • Metritocracy: Representative Metrics for Lite Benchmarks cs.LG · 2025-06-11 · conditional · none · ref 1979 · internal anchor

    Defines positional representation and positional proportionality for metric subset selection, with nearly tight worst-case bounds, greedy algorithms, and case studies on LLM and hospital benchmarks.