- The paper introduces a Split Conformal Prediction framework to calibrate LVLM prediction sets, mitigating hallucination with statistical guarantees.
- This model-agnostic SCP framework calibrates prediction sets using split data and nonconformity scores without requiring LVLM retraining.
- Empirical results confirm the framework enforces theoretical guarantees and adjusts prediction set size by atype='font-family: Courier New, Courier, monospace;'>\alpha\lt/span\gt;, minimizing hallucination risk for safety-critical applications.
Data-Driven Calibration of Prediction Sets in Large Vision-LLMs Based on Inductive Conformal Prediction
This paper presents a rigorous framework for addressing the challenge of hallucination in Large Vision-LLMs (LVLMs), particularly within Visual Question Answering (VQA) tasks. The method relies on a Split Conformal Prediction (SCP) approach, which is model-agnostic and effectively controls the marginal coverage of prediction sets. The framework is noteworthy for combining dynamic threshold calibration with cross-modal consistency verification, thus providing a robust mechanism to mitigate hallucinations that often occur with high confidence in LVLMs.
The paper commences with a critical examination of the vulnerability of LVLMs to hallucination when tasked with multi-modal reasoning, emphasizing the higher hallucination phenomena compared to uni-modal LLMs. The authors highlight the risks posed by such hallucinations, particularly in safety-critical sectors like healthcare and autonomous systems. These hallucinations can skew decision-making processes or introduce severe safety risks, necessitating efficient detection and quantification methods.
A key contribution is the integration of a model-agnostic uncertainty quantification technique that does not rest on prior distributional assumptions and does not necessitate retraining of LVLMs. The SCP framework partitions data into calibration and test sets, enabling the computation of nonconformity scores that define prediction sets with statistically guaranteed coverage at user-defined risk levels (α). Noteworthy innovations include rigorous control over empirical error rates, dynamic adjustment of prediction set sizes inversely related to α, and elimination of retraining requirements. Such measures enhance the robustness of LVLM predictions without sacrificing computational efficiency.
Empirical evaluations of this framework are conducted on the ScienceQA and MMMU benchmarks, deploying eight LVLMs from distinct model groups including LLaVA1.5, LLaVA-NeXT, Qwen2VL, and InternVL2. The findings demonstrate an effective enforcement of theoretical guarantees across all α values, corroborating the framework's capacity to maintain stable performance across different calibration-to-test split ratios. This robustness underscores its real-world applicability.
Results indicate that, even with a high error probability tolerance (e.g., α≥0.6), models such as Qwen2-VL-7B-lnstruct maintain empirical error rates below the set threshold, which is crucial for applications demanding high reliability and precision. As α increases, the prediction sets become more compact, thus effectively filtering out low-confidence outputs and minimizing hallucination risks. This inverse correlation between α and prediction set size is especially beneficial for mitigating hallucinations in LVLMs, ensuring reliability in safety-sensitive applications.
In conclusion, this paper bridges theoretical reliability with practical applicability in multi-modal AI systems. It provides a scalable and efficient approach to hallucination detection and uncertainty-aware decision-making in LVLMs. Future work could focus on extending this framework to other multi-modal tasks and exploring its adaptability to varying data distributions in real-time environments. The capability to ensure statistically valid coverage dynamically is indispensable for the deployment of AI in sectors where safety is paramount.