REVIEW 3 major objections 5 minor 1 cited by
HART proposes a closed-loop framework where a vision-language model must answer from its own crops, making correct answers a direct signal for correct localization, and uses AP-GRPO to train grounding without annotations.
Reviewed by Pith at T0; open to challenge. T0 means a machine referee read the full paper against a public rubric. the ladder, T0–T4 →
T0 review · deepseek-v4-flash
2026-08-02 20:13 UTC pith:TLZQ2T4O
load-bearing objection HART's empirical recipe — crops-only RL + SFT — looks promising and the reported gains are large, but Proposition 2 does not prove what it claims: AP-GRPO never observes the localization variable, so the 'direct grounding optimization' guarantee is unsupported; what remains is a solid empirical paper that needs reframing, error bars, and an isolated ablation. the 3 major comments →
HART: High-Resolution Annotation-Free Reasoning Technique through a Closed-loop Framework
The pith
A machine-rendered reading of the paper's core claim, the machinery that carries it, and where it could break.
Core claim
Reward misspecification—a positive reward for a correct answer with wrong localization—can be largely removed, the paper argues, by a closed-loop procedure (HART): the model predicts regions of interest, the original image is withheld, and the model must answer from the crops alone, making answer correctness a faithful proxy for grounding quality (pilot data: correct-answer-wrong-localization drops from 36.5% to 21.5% for Qwen2.5-VL-7B). The proposed AP-GRPO up-weights correct, advantageous responses and lowers their KL penalty, directly optimizing localization without annotations. Post-trained on Qwen2.5-VL-7B, HART beats baselines on high-resolution benchmarks, with grounding accuracy risi
What carries the argument
Closed-loop visual feedback: the model first outputs bounding-box coordinates for the region(s) of interest from the downsampled image; those regions are cropped from the original high-resolution image, the original is deliberately hidden, and the model must answer from the crops alone. This converts localization quality into a question-answer signal. AP-GRPO then applies group-relative advantages with two dynamic scalar weights (µ1 scales the policy-ratio term, µ2 scales the KL penalty) so that samples with correct, high-advantage answers receive larger updates and a smaller KL penalty, while incorrect samples are down-weighted. The scaling factor k is the only hyperparameter; k=0.6 in the
Load-bearing premise
The entire method rests on the proxy that a correct answer from the crops alone means the crop contained the necessary visual information; if the model can answer correctly from an incorrect crop, the reward is still misspecified and the proposed gradient correction (Proposition 2) is not directly observable because the training algorithm never sees the true localization label L.
What would settle it
On a held-out set with ground-truth boxes, measure the jointly correct-answer/incorrect-localization rate (L=0, r=1) after AP-GRPO training; if it does not drop materially below the 21.5% pilot figure, the reward remains misspecified and Proposition 2's claimed removal of these samples is not occurring. A complementary check: construct a dataset where the correct answer is obtainable from a deliberately wrong crop (e.g., a text question legible in the wrong region); if HART still receives maximum reward on those items, the method cannot distinguish faithful from unfaithful grounding.
If this is right
- If HART works as described, any LMM with a bounding-box or region-prediction output head can be post-trained to localize key regions using only final-answer supervision, removing the need for human grounding labels.
- Because the reward signal now tracks localization, reinforcement fine-tuning on answer correctness should not merely improve the answer but also the model's pointing/cropping behavior, which the grounding measurements on TreeBench and Visual CoT support.
- The two-stage pipeline (AP-GRPO for localization, then SFT with the full image visible) suggests a general recipe: train the model to find, then train it to reason from the found region; performance on MME-RealWorld-Lite and TreeBench depends on both stages.
- Improved localization transfers out of distribution, at least from MME-RealWorld training to TreeBench, and the method also transfers to a second base model (InternVL3-8B), indicating the framework is not tied to one architecture.
Where Pith is reading between the lines
- The residual 21.5% of correct-answer-wrong-localization cases in the pilot data suggests the reward is still partially misspecified; a natural extension is to penalize cases where the crop-only answer is correct but a separate faithfulness check (e.g., answer confidence or answer change when the crop is perturbed) flags the localization as unreliable.
- The closed-loop trick is a form of self-supervised grounding: the image is its own label. This could extend beyond cropping to other 'test-time information hiding' schemes, such as masking text regions or occluding objects, to train perception without annotations.
- Because AP-GRPO's weighting is a simple function of the group-relative advantage, an ablation is available to readers: replacing µ1 and µ2 with constants should recover vanilla GRPO; the reported difference quantifies the contribution of the dynamic weighting alone versus the closed-loop itself.
Editorial analysis
A structured set of objections, weighed in public.
Referee Report
Summary. The paper proposes HART, a post-training framework for high-resolution LMMs that operates in a closed loop: the model first predicts region-of-interest (ROI) boxes from a downsampled image, then answers the question using only the corresponding high-resolution crops (the original image is withheld), and finally undergoes SFT on full-image data. To train the localization behavior without bounding-box annotations, the authors introduce AP-GRPO, a modified GRPO objective that reweights samples by their answer-correctness advantage (Eqs. 4–6). The paper claims that this directly optimizes visual grounding, supported by Proposition 2 (Eq. 7), and reports large improvements on MME-RealWorld-Lite, TreeBench, V* Bench, HR-Bench-4K/8K, and MMStar, along with grounding-accuracy evaluations on TreeBench and Visual CoT.
Significance. If the empirical results hold, HART is a practically useful annotation-free training recipe for high-resolution visual reasoning, with the valuable feature of evaluating grounding accuracy directly on two labeled benchmarks and reporting IoU curves. The paper also includes ablations over its single hyperparameter k and demonstrates transfer to a second base model (InternVL3-8B). However, the central novelty claimed in the title and abstract is that AP-GRPO 'directly optimizes visual grounding'; this rests on Proposition 2, which is not derivable from the defined objective. Without that theoretical support, the contribution reduces to an empirically motivated curriculum/self-verification effect, and the absence of error bars or significance tests makes the magnitude of the reported gains uncertain. The empirical evaluation is broad and the paper is clearly written, but the central claim needs either a valid derivation or a serious reframing.
major comments (3)
- [§4.3, Eq. (7)] Proposition 2 is not a consequence of Eqs. (4)–(6). The AP-GRPO objective depends only on r_i, the generated text o_i, and the group statistics; the localization-correctness variable L is never observed. Taking the gradient at θ=θ_old gives (1/G)Σ_i[(1+kδ_i)A_i∇logπθ(o_i|q) − β(1−kδ_i)∇D_KL(πθ||πref)], with δ_i = r_i − mean({r_i}) and A_i = δ_i/std. The term (1+kδ_i)A_i equals δ_i/std + kδ_i²/std; there is no mechanism that subtracts a contribution proportional to P(L=0,r=1), nor any sign selection that removes those samples. Thus Eq. (7) does not follow from the algorithm as stated. The authors should either derive a valid gradient identity that justifies 'direct grounding optimization' or explicitly reframe the contribution as an empirical curriculum/self-verification effect rather than a provable direct optimization.
- [Table 1 and §4.2] The paper's own pilot data show that the crops-only reward remains misspecified. For Qwen2.5-VL-7B, even under the HART prompt change, 502/2332 = 21.5% of correct answers still have incorrect grounding; for InternVL3-8B the proportion is 55.9%. This is a large residual fraction, so the assertion in §4.3 that 'rewarding correct answers also encourages faithful grounding' is an empirical assumption, not a guarantee. Proposition 1's mutual-information inequality, even if true, is a correlational statement and does not establish that AP-GRPO directly optimizes L. The paper should acknowledge this limitation explicitly and temper the 'directly optimizes grounding' language throughout, including the abstract.
- [§5.1, Tables 2–6] All experimental results are single-run point estimates without standard deviations, confidence intervals, or significance tests. This is particularly concerning for TreeBench (Table 3), where several subcategories have very small sample sizes (Material n=13, Phy. State n=23, Comparison n=44) and the overall 43.7% versus baselines could be sensitive to a few questions. Given the large claims (+20.1% on MME-RealWorld, +6.7% on TreeBench), the authors should provide multiple seeds (at least 3) or bootstrap confidence intervals for the main comparisons, and ideally for grounding accuracy in Table 6.
minor comments (5)
- [§4.3] The statement that 'k is the only hyperparameter in HART' is an overstatement. Equations (4)–(6) also contain β, group size G, and the training pipeline involves the D_RL/D_SFT split, the number of ROIs, and the IoU/cropping thresholds. Please clarify which hyperparameters were fixed identically across baselines and which were tuned.
- [Table 3] The small per-category sample sizes make some comparisons fragile. Consider reporting aggregate results with confidence intervals or pooling related categories where possible.
- [Figure 3] The caption does not specify the metric definition used on the y-axis (presumably Intersection over Ground-Truth coverage rate) or the evaluation protocol. Please state it explicitly and clarify whether the threshold is applied to the area coverage of the ground-truth box.
- [§4.2] The proof of Proposition 1 is deferred to Appendix A but the appendix is not included in the submitted text. Please ensure the proof is self-contained and also state the exact joint distribution used to compute mutual information.
- [General] The paper would benefit from a dedicated limitations section discussing the residual reward misspecification, the reliance on answer correctness as a proxy, and the lack of evaluation on diverse base models beyond Qwen2.5-VL-7B and InternVL3-8B.
Circularity Check
No significant circularity; the invalid Proposition 2 is a correctness/derivation flaw, not a circular reduction.
full rationale
Walking the derivation chain: HART's training objective (Eqs. 4-6) is a function only of r_i, the crops-only answer correctness; the paper does not fit any parameter to the grounding benchmarks, and the grounding improvements in Tables 3 and 6 are measured on external datasets (TreeBench, Visual CoT) with ground-truth boxes not used for training. The only formal bridge from the objective to 'directly optimizes grounding' is Proposition 2 (Eq. 7), which asserts a gradient identity involving P(L=0,r=1). That identity is not derivable from Eqs. (4)-(6) because L is never observed; the actual gradient difference is (1/G)Σ_i[k δ_i A_i ∇_θ logπ_θ + β k δ_i ∇_θ KL], which does not contain a term of the form -αP(L=0,r=1)E[∇logπ]. This is an invalid/unsupported proof, not a circular reduction of the output to the input. The sole self-citation ([6]) is a background survey and is not load-bearing. Hence no equation is equivalent to its inputs by construction, and no prediction is fitted from the evaluation targets.
Axiom & Free-Parameter Ledger
free parameters (5)
- k =
0.6
- β (KL coefficient) =
not reported
- Group size G =
not reported
- D_RL/D_SFT split =
10K / rest
- Number of ROIs =
1 (implicit)
axioms (4)
- domain assumption The visual information needed to answer the question is localizable to a bounding-box crop of the original image.
- domain assumption The model's bounding-box output can be parsed reliably into coordinates and rendered as crops.
- domain assumption Answer correctness from crops-only is a valid reward signal for grounding.
- standard math Standard GRPO convergence and policy-gradient assumptions.
read the original abstract
Current Large Multimodal Models (LMMs) struggle with high-resolution visual inputs during the reasoning process, as the number of image tokens increases quadratically with resolution, introducing substantial redundancy and irrelevant information. A common practice is to identify key image regions and refer to their high-resolution counterparts during reasoning, typically trained with external visual supervision. However, such visual supervision cues require costly grounding labels from human annotators. Meanwhile, it remains an open question how to enhance a model's grounding abilities to support reasoning without relying on additional annotations. In this paper, we propose High-resolution Annotation-free Reasoning Technique (HART), a closed-loop framework that enables LMMs to focus on and self-verify key regions of high-resolution visual inputs. HART incorporates a post-training paradigm in which we design Advantage Preference Group Relative Policy Optimization (AP-GRPO) to encourage accurate localization of key regions without external visual annotations. Notably, HART provides explainable reasoning pathways and enables efficient optimization of localization. Extensive experiments on MME-RealWorld-Lite, TreeBench, V* Bench, HR-Bench-4K/8K, and MMStar demonstrate that HART improves performance across a wide range of high-resolution visual tasks, consistently outperforming strong baselines.
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