Confidence Estimation for Financial Vision-Language Models in Chart and Document Understanding
- URL: http://arxiv.org/abs/2608.06532v1
- Date: Thu, 06 Aug 2026 19:33:11 GMT
- Title: Confidence Estimation for Financial Vision-Language Models in Chart and Document Understanding
- Abstract summary: We evaluate seven confidence estimators, three inference-only and four trained internal probes, across five open-weight LVLMs.<n>Every probe is trained only on natural images and applied to finance without adaptation, so the results measure out-of-distribution transfer.
- Score: 8.289856517294075
- License: http://creativecommons.org/licenses/by/4.0/
- Abstract: LVLMs are increasingly used to read financial charts, tables, and documents, where a single misread figure can move a decision and the most authoritative-looking answer is sometimes one the model produced without reading the exhibit. The operational question is therefore trust, not accuracy: which answers can be acted on, and which escalated to a reviewer. We evaluate seven confidence estimators, three inference-only and four trained internal probes, across five open-weight LVLMs and four conditions from three financial visual question-answering benchmarks, one bilingual; every probe is trained only on natural images and applied to finance without adaptation, so the results measure out-of-distribution transfer. Three findings hold. First, the scarce property is calibration, not ranking: the inference baselines rank correct above incorrect answers competitively but are badly overconfident, calibration error far above what a threshold can tolerate, and only the trained probes produce a thresholdable score. Second, reliability is structured rather than global, along two axes a practitioner can read directly: the best estimator shifts with both model and task, none leading more than eight of twenty (model, condition) cells, and a controlled bilingual contrast exposes an apparent language robustness as a composition artifact that dissolves once models are read one at a time. Third, cast as deferral under an error budget, how much can be safely automated is set first by the model's competence and only narrowed by its confidence, so deferral clears a real share of the easiest condition and almost none of the hardest, near zero at a strict 5% budget. Two trained probes carry the calibration a deferral policy needs, and among them only the grounding-aware one lowers its confidence on answers a model gives without using the figure, separating detected non-grounding from a fluent guess.
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