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Plug In, Grade Right: Psychology-Inspired AGIQA

Zhicheng Liao, Baoliang Chen, Hanwei Zhu, Lingyu Zhu, Shiqi Wang, Weisi Lin

TL;DR

This work tackles semantic drift in AGIQA by introducing AGRM-based Quality Grading (AGQG), a psychometrics-inspired framework that decouples image ability from quality difficulty using two branches. By constraining grade thresholds with an arithmetic sequence $\beta_k=\beta_1+(k-1)\gamma$ and enforcing $\gamma>\frac{2\ln 2}{D\alpha}$, AGQG guarantees a unimodal, interpretable distribution of grade probabilities and a unique optimal grade for any image. The module is designed as a plug-and-play component that can augment existing AGIQA models (e.g., CLIP-IQA, CLIP-AGIQAtang2025clip, IPCE, TIER), delivering consistent intra- and cross-dataset performance gains while maintaining minimal computational overhead. Across three benchmark datasets (AGIQA-1K, AGIQA-3K, AIGCIQA2023) and multiple quality dimensions (perceptual quality, authenticity, and prompt alignment), AGQG reduces semantic drift, improves alignment with human judgments, and demonstrates strong generalization, signaling its potential as a foundational piece for robust future IQA systems. The approach also provides theoretical guarantees of unimodality and interpretable thresholds, bridging psychometrics and vision-language evaluation in a practical, scalable way.

Abstract

Existing AGIQA models typically estimate image quality by measuring and aggregating the similarities between image embeddings and text embeddings derived from multi-grade quality descriptions. Although effective, we observe that such similarity distributions across grades usually exhibit multimodal patterns. For instance, an image embedding may show high similarity to both "excellent" and "poor" grade descriptions while deviating from the "good" one. We refer to this phenomenon as "semantic drift", where semantic inconsistencies between text embeddings and their intended descriptions undermine the reliability of text-image shared-space learning. To mitigate this issue, we draw inspiration from psychometrics and propose an improved Graded Response Model (GRM) for AGIQA. The GRM is a classical assessment model that categorizes a subject's ability across grades using test items with various difficulty levels. This paradigm aligns remarkably well with human quality rating, where image quality can be interpreted as an image's ability to meet various quality grades. Building on this philosophy, we design a two-branch quality grading module: one branch estimates image ability while the other constructs multiple difficulty levels. To ensure monotonicity in difficulty levels, we further model difficulty generation in an arithmetic manner, which inherently enforces a unimodal and interpretable quality distribution. Our Arithmetic GRM based Quality Grading (AGQG) module enjoys a plug-and-play advantage, consistently improving performance when integrated into various state-of-the-art AGIQA frameworks. Moreover, it also generalizes effectively to both natural and screen content image quality assessment, revealing its potential as a key component in future IQA models.

Plug In, Grade Right: Psychology-Inspired AGIQA

TL;DR

This work tackles semantic drift in AGIQA by introducing AGRM-based Quality Grading (AGQG), a psychometrics-inspired framework that decouples image ability from quality difficulty using two branches. By constraining grade thresholds with an arithmetic sequence and enforcing , AGQG guarantees a unimodal, interpretable distribution of grade probabilities and a unique optimal grade for any image. The module is designed as a plug-and-play component that can augment existing AGIQA models (e.g., CLIP-IQA, CLIP-AGIQAtang2025clip, IPCE, TIER), delivering consistent intra- and cross-dataset performance gains while maintaining minimal computational overhead. Across three benchmark datasets (AGIQA-1K, AGIQA-3K, AIGCIQA2023) and multiple quality dimensions (perceptual quality, authenticity, and prompt alignment), AGQG reduces semantic drift, improves alignment with human judgments, and demonstrates strong generalization, signaling its potential as a foundational piece for robust future IQA systems. The approach also provides theoretical guarantees of unimodality and interpretable thresholds, bridging psychometrics and vision-language evaluation in a practical, scalable way.

Abstract

Existing AGIQA models typically estimate image quality by measuring and aggregating the similarities between image embeddings and text embeddings derived from multi-grade quality descriptions. Although effective, we observe that such similarity distributions across grades usually exhibit multimodal patterns. For instance, an image embedding may show high similarity to both "excellent" and "poor" grade descriptions while deviating from the "good" one. We refer to this phenomenon as "semantic drift", where semantic inconsistencies between text embeddings and their intended descriptions undermine the reliability of text-image shared-space learning. To mitigate this issue, we draw inspiration from psychometrics and propose an improved Graded Response Model (GRM) for AGIQA. The GRM is a classical assessment model that categorizes a subject's ability across grades using test items with various difficulty levels. This paradigm aligns remarkably well with human quality rating, where image quality can be interpreted as an image's ability to meet various quality grades. Building on this philosophy, we design a two-branch quality grading module: one branch estimates image ability while the other constructs multiple difficulty levels. To ensure monotonicity in difficulty levels, we further model difficulty generation in an arithmetic manner, which inherently enforces a unimodal and interpretable quality distribution. Our Arithmetic GRM based Quality Grading (AGQG) module enjoys a plug-and-play advantage, consistently improving performance when integrated into various state-of-the-art AGIQA frameworks. Moreover, it also generalizes effectively to both natural and screen content image quality assessment, revealing its potential as a key component in future IQA models.
Paper Structure (17 sections, 7 theorems, 29 equations, 10 figures, 7 tables)

This paper contains 17 sections, 7 theorems, 29 equations, 10 figures, 7 tables.

Key Result

Lemma 1

For $2 \le k \le n-1$, $P_k(\theta)$ attains a unique maximum at Moreover, $P_k(\theta)$ is strictly increasing for $\theta < \theta^*_k$ and strictly decreasing for $\theta > \theta^*_k$.

Figures (10)

  • Figure 1: Illustration of the "semantic drift" phenomenon in existing AGIQA models. (a) Comparison of quality grade predictions between IPCE and our enhanced model. (b) Our AGQG module consistently improves existing AGIQA models (CLIP-IQAwang2023exploring, TIERyuan2024tier, IPCEpeng2024aigc) across six diverse datasets spanning perceptual quality---Q, prompt consistency---C, and perceptual authenticity---A dimensions.
  • Figure 2: Distributions of the cumulative category probability $P^*(\theta)$ (first row), category response probability $P(\theta)$ (second row), and the category response probability at four specific $\theta$ (third row). With increasing $\gamma$, the response distributions exhibit enhanced unimodality, aligning more closely with the expected behavior in human quality assessment.
  • Figure 3: Illustration of our AGQG enhancement framework. We adopt the existing AGIQA model for ability estimation and augment it with an additional branch for difficulty estimation. Quality categorization is then performed by the proposed AGRM model using the estimated image ability and quality difficulty. The final quality score is computed as a weighted summation of the categorization results.
  • Figure 4: Scatter plots of three IQA methods including CLIP-IQA, TIER and IPCE on AGIQA-1Kzhang2023perceptual, AGIQA-3Kli2023agiqa, and AIGCIQA2023wang2023aigciqa2023 dataset. The x-axis represents the ground truth MOS, while the y-axis shows the predicted MOS. The blue scatters represent the results of original, and the green scatters represent the results after the integration of AGRM-QE. Q stands for perception quality, C stands for sematic consistency, and A stands for image authenticity. As the scatter gets closer to the ideal line, it indicates that the model predicts better.
  • Figure 5: Density distributions of predicted IQA scores from the original TIER model and its integration with AGQG on AGIQA-1K zhang2023perceptual, AGIQA-3K li2023agiqa, and AIGCIQA2023 wang2023aigciqa2023 datasets. The overlap percentage between high- and low-quality distributions(denoted as HQ and LQ respectively) is annotated in the top-left corner of each subfigure, where lower values indicate better quality discrimination.
  • ...and 5 more figures

Theorems & Definitions (12)

  • Lemma 1: Peak of Intermediate Categories
  • proof
  • Lemma 2: Shift Property
  • proof
  • Corollary 1: Unimodal Structure Induced by the Shift Property
  • proof
  • Lemma 3: Boundary Intersections
  • proof
  • Corollary 2: Boundary Probability Ordering
  • Theorem 1: Unimodality of GRM Probabilities
  • ...and 2 more