Abstract

Large language models (LLMs) are widely used for claim verification, yet remain brittle for numerical reasoning: even small changes in value can sharply degrade accuracy. We show that this brittleness persists in frontier LLMs, but can be mitigated through adversarial fine-tuning on numerically perturbed examples. Using parameter-efficient fine-tuning, small Qwen3 models (0.6B$\unicode{x2013}$8B) reach 98.7% accuracy on label-flipping perturbations, outperforming larger zero-shot models and frontier systems (GPT-5.4 Pro (74.0%) and Gemini 2.5 Flash (73.9%)). The gains generalise to unseen perturbation types, indicating robust numerical decision boundaries rather than memorised edits. Robustness also transfers without target-domain data, significantly improving cross-lingual performance in Spanish. We further show that the same fine-tuning recipe confers robustness to evidence-side perturbations, using the VitaminC dataset.

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Open access
Green open access

Cite this article

APA 7

Aarnes, P. R., & Setty, V. (2026). Towards Robust Numerical Claim Verification. https://omanscience.com/en/articles/towards-robust-numerical-claim-verification

MLA 9

Aarnes, Peter Røysland, and Vinay Setty. "Towards Robust Numerical Claim Verification." https://omanscience.com/en/articles/towards-robust-numerical-claim-verification.

Chicago (author–date)

Aarnes, Peter Røysland, and Vinay Setty. 2026. "Towards Robust Numerical Claim Verification." https://omanscience.com/en/articles/towards-robust-numerical-claim-verification.

Harvard

Aarnes, P. R. and Setty, V. (2026) 'Towards Robust Numerical Claim Verification', Available at: https://omanscience.com/en/articles/towards-robust-numerical-claim-verification.

Vancouver

Aarnes PR, Setty V. Towards Robust Numerical Claim Verification. https://omanscience.com/en/articles/towards-robust-numerical-claim-verification

IEEE

P. R. Aarnes, and V. Setty, "Towards Robust Numerical Claim Verification," https://omanscience.com/en/articles/towards-robust-numerical-claim-verification.