Adaptive Rigor in AI System Evaluation using Temperature-Controlled Verdict Aggregation via Generalized Power Mean
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Abstract (arXiv)
Existing evaluation methods for LLM-based AI systems, such as LLM-as-a-Judge, verdict systems, and NLI, do not always align well with human assessment because they cannot adapt their strictness to the application domain. This paper presents Temperature-Controlled Verdict Aggregation (TCVA), a method that combines a five-level verdict-scoring system with generalized power-mean aggregation and an intuitive temperature parameter T [0.1, 1.0] to control evaluation rigor. Low temperatures yield pessimistic scores suited for safety-critical domains; high temperatures produce lenient scores appropriate for conversational AI. Experimental evaluation on three benchmark datasets with human Likert-scale annotations (SummEval and USR) shows that TCVA achieves correlation with human judgments comparable to RAGAS on faithfulness (Spearman = 0.667 vs. 0.676) while consistently outperforming DeepEval. The method requires no additional LLM calls when adjusting the temperature parameter.
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References · 12
- 2023Judging LLM-as-a-Judge with MT-Bench and Chatbot Arenacited by 8,393
- 2023G-Eval: NLG Evaluation using GPT-4 with Better Human Alignmentcited by 2,205
- 2023FActScore: Fine-grained Atomic Evaluation of Factual Precision in Long Form Text Generationcited by 1,259
- 2023Large Language Models are not Fair Evaluatorscited by 1,050
- 2020SummEval: Re-evaluating Summarization Evaluationcited by 666
- 2023Ragas: Automated Evaluation of Retrieval Augmented Generationcited by 408
- 2020USR: An Unsupervised and Reference Free Evaluation Metric for Dialog Generationcited by 186
- 2024Evaluation of Retrieval-Augmented Generation: A Surveycited by 146
- 2025Retrieval Augmented Generation Evaluation in the Era of Large Language Models: A Comprehensive Surveycited by 20
- 2024Evaluation of RAG Metrics for Question Answering in the Telecom Domaincited by 19
- 2024AI Benchmarks and Datasets for LLM Evaluationcited by 7
- 2024An Axiomatic Approach to Loss Aggregation and an Adapted Aggregating Algorithmcited by 1
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