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University of New Hampshire

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Research library55linked papers
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Selected work

Representative Papers

LLM-based relevance assessment still can't replace human relevance assessment

Dec 22, 2024arXiv.org

This work challenges the feasibility of replacing human assessors with large language models (LLMs) for relevance evaluation in information retrieval. Method: Leveraging empirical analysis on TREC 2024 data, adversarial system submissions, theoretical modeling, and robustness testing, the study systematically investigates LLM-based relevance assessment. Contribution/Results: It identifies, for the first time, an “intrinsic narcissism” in LLM evaluation—where assessments rely on self-referential generative logic, inducing susceptibility to metric manipulation, self-referential bias, and overfitting. Experiments demonstrate that targeted optimization can artificially inflate LLM scores, and their judgments fail to support sustainable iterative improvement of retrieval systems. The findings establish fundamental deficiencies in both theoretical reliability and practical robustness of LLM-based evaluation, reaffirming the irreplaceable role of human assessment. This work provides a critical caution and methodological reflection for retrieval evaluation paradigms.

11 citations1 influentialRead paper

Quantum Ruzsa Divergence to Quantify Magic

Jan 25, 2024

This work addresses the fundamental challenge of quantifying quantum state “magic.” Methodologically, it introduces a novel theoretical framework grounded in quantum convolution and quantum entropy: (i) adapts the classical Ruzsa inequality to quantum information by defining the quantum Ruzsa divergence; (ii) establishes an entropy convergence theory under quantum convolution and proposes the convolutional strong subadditivity conjecture; and (iii) extends inverse sumset theory to the quantum regime, integrating stabilizer formalism and magic theory to develop new analytical tools. Key contributions include: (1) two axiomatically compliant magic measures—the quantum Ruzsa magic measure and quantum doubling constant; (2) proof that the quantum Ruzsa divergence satisfies the triangle inequality; (3) a quantum central limit theorem with explicit magic-gap control; and (4) a computable, robust quantification scheme applicable to arbitrary pure and mixed states.

6 citationsRead paper

Insider Knowledge: How Much Can RAG Systems Gain from Evaluation Secrets?

Jan 19, 2026

This study addresses a critical flaw in current retrieval-augmented generation (RAG) evaluation practices, where the use of large language model (LLM) judges often leads to inflated performance metrics due to information leakage—such as through prompt templates or gold-standard answer nuggets—resulting in overfitting being mistaken for genuine improvement. By constructing controlled information-leakage scenarios, the authors conduct comparative experiments on representative nugget-based evaluation frameworks, including Ginger and Crucible, and demonstrate for the first time that RAG systems can exploit evaluation secrets to achieve near-perfect scores artificially. Their findings show that a modified Crucible system substantially outperforms strong baselines like GPT-Researcher under leakage conditions, exposing the fragility of prevailing evaluation paradigms and underscoring the necessity of blind evaluation and methodological diversity for accurately assessing true system performance.

1 citationsRead paper

Incorporating Q&A Nuggets into Retrieval-Augmented Generation

Jan 19, 2026

This work addresses the challenges of ambiguous citation provenance and content redundancy commonly encountered in existing retrieval-augmented generation (RAG) systems during information integration. The authors propose a knowledge base construction approach grounded in Q&A nuggets, which leverages explicit question-answer semantics to guide information extraction, selection, and generation while preserving source attribution throughout the pipeline. Departing from conventional fuzzy clustering abstractions, the method employs interpretable Q&A fragments as structured intermediate representations, enabling end-to-end traceable reasoning and generation. Experimental results on the TREC NeuCLIR 2024 dataset demonstrate that the proposed approach significantly outperforms the state-of-the-art nugget-based RAG system, Ginger, in terms of nugget recall, density, and citation accuracy.

1 citationsRead paper
Recent publications

Latest Papers

Estimating water levels in the High Plains Aquifer by synthesizing satellite data with groundwater well observations

Sep 04, 2026

The High Plains Aquifer (HPA) is a critical water resource in the Central United States, yet its depletion remains a major concern. While the Gravity Recovery and Climate Experiment (GRACE) satellite mission provides large-scale estimates of liquid water equivalent thickness (LWET), its coarse spatial resolution (approx. 24 km) limits local inference. In contrast, well observations from the National Ground-Water Monitoring Network (NGWMN) offer valuable but spatially sparse measurements of depth-to-groundwater. In this paper, we develop a downscaling framework for the satellite data that integrates the two sources and covariates using a Bayesian hierarchical framework. Our model uses a latent Gaussian Markov Random Field (GMRF) that describes the groundwater storage at a high spatial resolution. To address computational issues, we use a basis representation approach specified via the Moran basis. We find that fine-scale covariates like irrigation intensity and precipitation help refine spatial predictions. We thus provide, to our knowledge, the first statistically-rigorous approach for downscaling groundwater information based on GRACE satellite data and NGWMN groundwater measurements. Our approach yields high-resolution estimates of groundwater variations across the HPA from 2002--2022. The resulting fine-scale inference provides valuable insights into groundwater dynamics, highlighting the effects of land use and local extraction patterns.

0 citationsRead paper