REVIEW 5 major objections 7 minor 3 cited by
What Kind of Visual Tokens Do We Need? Training-free Visual Token Pruning for Multi-modal Large Language Models from the Perspective of Graph
T0 review · 5 major / 7 minor · reviewed 2026-08-10 · deepseek-v4-flash
Pith's one-line read Visual tokens can be pruned by graph-based information propagation, keeping representative tokens from foreground and background, so that LLaVA-NeXT runs at about 63.5% fewer FLOPs with accuracy drops of 0.95% and 2.34% on VQA2.0 and…
desk verdict G-Prune is a plausible training-free token pruning heuristic with solid benchmark results, but its 'one representative per object' explanation is mathematically shaky and the real mechanism is an unexplained early-stopped diffusion. read the letter →
The pith
A machine-rendered reading of the paper's core claim, the machinery that carries it, and where it could break.
The reading
What carries the argument
The central object is a token-similarity graph with an information-propagation score. Given $N$ visual tokens, edges are set by cosine similarity above a threshold $s$; after softmax row-normalization, scores begin as each token's $\ell^2$-norm and evolve by repeated multiplication with the adjacency, so information flows from high-norm tokens to their semantic neighbors. Degree normalization divides each final score by the number of connected neighbors, making scores comparable across objects and regions of different sizes, and the top-$k$ tokens by normalized score are retained. This machinery does the work of turning local token statistics into a global representativeness ranking that is not biased toward the foreground.
What would settle it
Replace the $\ell^2$-norm initialization in Eq. 2 with uniform scores, keeping the same graph and iterations; if TextVQA accuracy at 90% pruning stays within about one point of G-Prune's 59.31, the norm prior is not doing the work. Similarly, a variant that clusters tokens and keeps one per cluster at controlled cluster sizes would test whether degree normalization is really compensating for component-size bias.
Extended reading notes
Core claim
The paper's central claim is that a simple graph-diffusion score can identify the visual tokens an MLLM actually needs, and that these tokens are spread across both foreground and background. G-Prune treats each visual token as a graph node, connects nodes whose cosine similarity exceeds a threshold, and iterates the update $S_t = S_0 (A')^t$, where $S_0$ is each token's $\ell^2$-norm and $A'$ is a row-normalized adjacency matrix; dividing the final score by node degree removes the bias of larger connected components. Keeping the top-$k$ normalized scores retains one or a few representative tokens per object or background region. The experiments show that random pruning collapses text-oriented VQA accuracy at 90% pruning, while G-Prune keeps TextVQA at 59.31 against ToMe's 39.02, supporting the claim that graph-selected tokens preserve fine-grained information.
Load-bearing premise
The load-bearing premise is that a token's $\ell^2$-norm measures how much information it carries, and that dividing scores by node degree makes them comparable across regions of different sizes; if either assumption fails, the top-k selection is arbitrary.
Editorial extensions
If this is right
- At 70% pruning, LLaVA-NeXT runs at about 6.76 TFLOPs instead of 18.52 TFLOPs, a 63.57% reduction, with VQA2.0 dropping from 82.70 to 81.91 and TextVQA from 65.41 to 63.87.
- At 90% pruning, G-Prune keeps text-oriented benchmarks usable: TextVQA at 59.31 and DocVQA at 48.94, compared with 38.36 for ToMe and 53.53 for FastV on TextVQA.
- Because the method is training-free and does not modify the MLLM's weights or attention, it can be dropped into an existing model at inference time.
- The graph score selects tokens from background and textured regions as well as foreground objects, which the paper argues is necessary for fine-grained tasks such as reading text.
- The method keeps performance close to baseline across general VQA, MLLM-specific benchmarks, and text-oriented VQA at moderate pruning ratios.
Reading between the lines
- The propagation step resembles a random-walk centrality measure on the similarity graph; if that reading is right, the method could be replaced by a one-step spectral or PageRank-like score with similar behavior and less iteration.
- Since the ablation shows graph structure alone accounts for most of the gain, a testable extension is to replace the l2-norm prior with other saliency cues, such as CLS-attention or text-prompt similarity, and check whether the gains stack.
- The degree-normalized top-k selection effectively picks one representative per clustered region; a natural extension is to make k adaptive per image or per region based on entropy or task type.
- The method is demonstrated on a single MLLM; if the graph-score mechanism is truly model-agnostic, it should transfer to other high-resolution MLLMs, which is a direct test a reader could run.
Signed reviews
Editorial analysis
A structured set of objections, weighed in public.
Referee Report
Summary. The paper proposes G-Prune, a training-free visual token pruning method for multimodal large language models (MLLMs). G-Prune treats visual tokens as nodes in a graph, connects nodes by thresholded cosine similarity, propagates importance scores over the graph via a row-stochastic transition matrix, and retains the top-k tokens by a degree-normalized score. The method is evaluated on LLaVA-NeXT-8B across eight benchmarks, reporting about 63.5% FLOPs reduction with small accuracy drops on general VQA and text-oriented VQA, and favorable comparisons against Random pruning, ToMe, and FastV. Ablations show that the graph-based propagation is the main contributor, with the l2-norm initialization providing only a small additional gain. The paper releases code at a public repository.
Significance. If the empirical results hold, G-Prune is a practical, training-free acceleration tool for MLLMs: it is plug-and-play, does not require intervention in the LLM reasoning process, and retains strong accuracy even at high pruning ratios, especially on text-oriented benchmarks where existing baselines degrade sharply. The release of code and the breadth of benchmarks (general VQA, MLLM benchmarks, and text-oriented VQA) are strengths, and the reported FLOPs savings are consistent across tables. However, the conceptual contribution is currently undermined by an unverified mechanism: the paper claims that the graph propagation and degree normalization identify 'the most representative token of each object,' yet this claim is not supported by the mathematics of the proposed update, and the algorithm as stated has several inconsistencies. The paper is best viewed as an empirical heuristic paper whose central narrative needs substantial correction.
major comments (5)
- [Method, Eq. (5)] The claim that degree normalization in Eq. (5) reveals 'the most representative token of each object' is not supported by the mathematics of the proposed propagation. For the row-softmax matrix A' defined after Eq. (1), the stationary distribution pi of the Markov chain in Eq. (3) satisfies pi_i proportional to the row sum R_i = sum_j exp(A_ij) (by detailed balance, since A is symmetric). In an object that is a clique with near-uniform edge weight w, R_i is identical for all nodes in the object, so S'(t)_i = S(t)_i / D_i is constant within that component and top-k selection inside the object is arbitrary. In an object that is not a clique, R_i = N - 1 + (e^w - 1) D_i, so S'(t)_i is approximately (N-1)/D_i + (e^w - 1), which assigns the highest score to the lowest-degree (most peripheral) token, not to a representative or central token. The paper does not explain why stopping at t=5 avoids this behavior; Table 3 shows that t=1 already gives essentially the same accuracy (71.94 vs. 71.98 at t=5), so the result is not tied to convergence to a representative stationary distribution. The authors should either provide a correct characterization of what Eq. (5) selects or explicitly present the method as an empirically motivated heuristic without the representativeness claim.
- [Algorithm 1, Eqs. (4)-(5)] The degree D_i defined in Eq. (4) can be zero for any token whose cosine similarities to all other tokens are below the threshold s. In that case, Eq. (5) divides by zero and the normalized score S'(t)_i is undefined. The paper does not specify how isolated nodes are handled (e.g., setting D_i to a small constant, adding self-loops, or excluding such tokens). With the default s=0.5 and 2880 high-dimensional visual tokens, isolated nodes are a realistic possibility, yet the reported results are clean, suggesting the implementation silently applies a rule that is not described. This is a correctness gap in the algorithm as stated and should be addressed explicitly.
- [Method, Eq. (6) and following text] The algorithm selects the global top-k tokens by S'(t)_i via Eq. (6), but the text immediately after states that 'only the most representative token is retained to represent each object.' This description is only accurate if k equals the number of connected components. In general, if k is smaller than the number of objects, some objects receive no token; if k is larger, multiple tokens from a single object are retained. The visualizations in Fig. 6 also show multiple tokens kept in each textured region at various pruning ratios. The paper should either change the selection rule to enforce one token per connected component (which would require knowing the component decomposition) or correct the narrative to describe the actual global top-k behavior.
- [Experiments, Table 3 and Implementation Details] The hyperparameters s=0.5 and t=5 appear to be chosen as the best configuration from the grid in Table 3, evaluated on the same benchmarks (GQA, POPE, TextVQA) used later for the final reported results. This is a form of selection on the test benchmarks; the paper should state whether a separate validation split was used or report the full grid of results so the reader can assess the sensitivity. In addition, all benchmark numbers are single-run without error bars or a statement of determinism. For claims of small accuracy differences, such as the 0.95% drop on VQA2.0 at 70% pruning, the absence of variance information makes it difficult to judge significance.
- [Introduction, Fig. 1(b)] The analysis leading to the conclusion that 'both foreground and background tokens are critical' and that l2-Norm distributions of foreground and background overlap is based on segmenting the image into foreground and background areas, but the segmentation method is not specified anywhere in the paper. Without a description of how the segmentation was obtained (e.g., object detector, saliency map, manual annotation), the observation in Fig. 1(b) is not reproducible, and it is the paper's first stated contribution. The authors should specify the segmentation procedure or weaken the claim.
minor comments (7)
- [Datasets and Metrics] The text reads 'we evaluate OncePrue for text-oriented VQA benchmarks'; 'OncePrue' should be 'G-Prune'.
- [Abstract] The abstract uses 'front' instead of 'foreground' in the sentence about retaining tokens from front or background.
- [Experiments, comparison with ToMe] The paper refers to 'ChartVQA' but the benchmark is consistently named ChartQA elsewhere; please unify.
- [Experiments, Table 3 discussion] The sentence 'the difference between the highest and the lowest is only 0.32%' does not match Table 3, where the average ranges from 71.75 (t=50) to 71.98 (t=5), a difference of 0.23 points. Please correct the number.
- [Experiments, comparison with ToMe] The reported drop of '40.35%' for ToMe on TextVQA at 90% pruning differs from Table 1 (65.41 to 38.36, which is about 41.4% relative drop); please reconcile the percentage.
- [Throughout] The model name is typeset inconsistently as 'LLaVA-NeXT', 'LLaV A-NeXT', and 'LLaV A-NeXT'; a single consistent form should be used.
- [Algorithm 1] Eq. (6) uses lowercase n for the number of tokens while the rest of the paper uses uppercase N; please unify the notation.
Circularity Check
No significant circularity: G-Prune is an empirical token-pruning heuristic whose graph-score equations are not defined by the benchmark accuracies it reports.
full rationale
The paper's claimed derivation is a selection rule, not a first-principles prediction. Equations (1)-(6) define a token score: cosine-similarity graph construction, row-softmax, iterative propagation of an l2-norm-initialized score, degree normalization, and top-k selection. None of these quantities is defined in terms of the downstream VQA accuracies, so the reported accuracy drops in Table 1 are external measurements rather than consequences of the equations by construction. The 'most representative token' language is an operational description of the argmax of Eq. 5, not a theorem imported from the authors' prior work. The reference list contains no load-bearing self-citation, and no uniqueness theorem is invoked. The hyperparameters s and t are ablated in Table 3 on the same evaluation benchmarks; this is a mild model-selection concern, but it does not make the reported numbers equivalent to the method's inputs, and it does not fit a parameter to one subset and then predict a closely related quantity. The skeptic's concern that degree normalization may erase score differences after convergence is a question about the mechanism's mathematical soundness, not about circularity. Therefore the circularity score is 0.
Assumptions & free parameters
free parameters (2)
- similarity threshold s =
0.5
- iteration count t =
5
assumptions (5)
- domain assumption Cosine similarity with a threshold groups visual tokens into semantically coherent objects.
- domain assumption The l2-norm of a visual token is a valid proxy for its informativeness.
- domain assumption Degree normalization makes token scores comparable across connected components of different sizes.
- domain assumption Accuracy on the eight chosen benchmarks is a valid measure of MLLM visual reasoning quality.
- domain assumption The foreground/background decomposition used in Figure 1 is accurate.
Cite this review
Pith. "Pith review of What Kind of Visual Tokens Do We Need? Training-free Visual Token Pruning for Multi-modal Large Language Models from the Perspective of Graph." pith.science (2026). https://pith.science/paper/NLE4AMDZ
@misc{pith2026250102268,
author = {Pith},
title = {Pith review of: What Kind of Visual Tokens Do We Need? Training-free Visual Token Pruning for Multi-modal Large Language Models from the Perspective of Graph},
year = {2026},
howpublished = {\url{https://pith.science/paper/NLE4AMDZ}},
note = {Machine review of arXiv:2501.02268}
}
read the original abstract
Recent Multimodal Large Language Models(MLLMs) often use a large number of visual tokens to compensate their visual shortcoming, leading to excessive computation and obvious visual redundancy. In this paper, we investigate what kind of visual tokens are needed for MLLMs, and reveal that both foreground and background tokens are critical for MLLMs given the varying difficulties of examples. Based on this observation, we propose a graph-based method towards training-free visual token pruning, termed G-Prune.In particular, G-Prune regards visual tokens as nodes, and construct their connections based on their semantic similarities. Afterwards, the information flow is propagated via weighted links, and the most important tokens after iterations are kept for MLLMs, which can be front or background.To validate G-Prune, we apply it to a recent MLLM called LLaVA-NeXT, and conduct extensive experiments on a set of benchmarks.The experiment results show that G-Prune can greatly reduce computation overhead while retaining high performance on both coarse- and fine-grained tasks. For instance, G-Prune can reduce 63.57\% FLOPs of LLaVA-NeXT on VQA2.0 and TextVQA with only 0.95\% and 2.34\% accuracy drops, respectively.
Figures
Figures from the paper (3 more)
Forward citations
Cited by 3 Pith papers
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Pruning All-Rounder: Rethinking and Improving Inference Efficiency for Large Vision Language Models
PAR trains a lightweight meta-router with self-supervised preference optimization to jointly drop redundant visual tokens and skip redundant layers in LVLMs, improving speed while keeping accuracy.
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Fast3D: Accelerating 3D Multi-modal Large Language Models for Efficient 3D Scene Understanding
Fast3D prunes up to 90% of object-centric visual tokens in 3D MLLMs while preserving about 96.8% of original benchmark performance, using a trained attention predictor and adaptive layer-wise pruning.
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Accelerating Multimodal Large Language Models via Dynamic Visual-Token Exit and the Empirical Findings
DyVTE trains a lightweight hyper-network to detect when text tokens have absorbed enough image information, then removes all visual tokens at that layer, cutting MLLM FLOPs by 20-56% with small accuracy changes.
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[45]
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Reviewed August 10, 2026 · model on record in the stance chip above.
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