REVIEW 4 major objections 4 minor 93 references
Colors See Colors Ignore: Clothes Changing ReID with Color Disentanglement
T0 review · 4 major / 4 minor · reviewed 2026-08-06 · deepseek-v4-flash
Pith's one-line read Color histograms learned by a dedicated transformer token can act as an annotation-free proxy for clothing; disentangling them from identity features via two-step self-attention improves clothes-changing person re-identification on four…
desk verdict A useful incremental idea undermined by an inconsistent loss definition and optimistic hyperparameter reporting; worth a serious look if the equations are fixed. 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 load-bearing mechanism is a Color token, a second learnable head token that runs alongside the ReID class token through every transformer block and is trained to predict flattened color histograms from raw RGB input. The second piece is S2A self-attention: two independent self-attention computations per block, one that removes the Color token and one that removes the ReID token, with the spatial tokens' attention averaged across the two passes, which prevents the ReID and Color tokens from directly exchanging information while keeping a single shared transformer. The third piece is the loss $L_{DE}$ that maximizes the cosine distance between $\mathbf{f}_{CO}$ and $\mathbf{f}_{ReID}$, pushing the two embeddings toward orthogonality in the shared feature space.
What would settle it
Train CSCI on a partition of PRCC or LTCC that excludes all clothing colors present in the test set; if top-1 accuracy on the CC protocol falls back to the baseline's level, the model was using memorized color cues rather than a generalizable disentanglement. Alternatively, fit a linear classifier to the color embedding $\mathbf{f}_{CO}$ to predict identity; if it clearly exceeds chance, identity information has leaked past the disentanglement loss.
Extended reading notes
Core claim
The paper's central claim is that color—specifically the histogram of foreground and background colors in an image or video frame—is a sufficient and cheap proxy for the clothing-driven appearance bias that hurts clothes-changing person re-identification. To use it, CSCI appends a Color token alongside the standard ReID class token in a vision transformer, and trains that token to regress flattened color histograms (either 3D pixel binning or RGB-uv log-chroma projections). Two mechanisms keep the color signal from contaminating identity: S2A self-attention, which runs separate self-attention passes for the ReID and Color tokens and averages the spatial-token results, and a disentanglement loss that maximizes the cosine distance between the two embeddings. The paper argues this is better than full token mixing, better than simply masking ReID–Color attention, and better than using clothing labels as a token, because colors adapt to illumination and background without needing annotation.
Load-bearing premise
The design assumes that pushing the color embedding and the identity embedding apart in cosine space removes clothing-related appearance bias while leaving identity cues intact—that is, color and identity are linearly separable in the shared transformer feature space, and the paper's own cluster analysis shows faces and poses grouped inside the color embedding, indicating the separation is incomplete.
Editorial extensions
If this is right
- Color embeddings learned without any annotation lift top-1 accuracy by 2.9% on LTCC and 5.0% on PRCC over the EVA-02 image baseline, and by 1.0% on CCVID and 2.5% on MeVID over the EZ-CLIP video baseline.
- S2A self-attention beats both traditional self-attention and masked self-attention on the CC protocol, with only a 4.39% FLOP increase across 24 blocks.
- The Color token transfers to lighter transformer backbones (ViT-S and ViT-B), improving TMGF by about 7% top-1 on LTCC.
- Learned color embeddings correlate with ground-truth clothing labels even though no clothing label is used at training time, supporting color as an annotation-free proxy.
- Feeding raw color histograms directly is worse than learning to predict them, and test-time color dependency is avoided because only the ReID token is used at inference.
Reading between the lines
- The paper's own cluster analysis shows faces and poses leaking into the color embedding, so a fully separate color branch—at higher compute cost—might disentangle further; this is a natural next test rather than a claim the paper makes.
- If color is a viable clothing proxy here, the same Color-token recipe could be applied to other appearance-bias problems, such as vehicle re-identification or general object re-ID, where clothing labels do not exist.
- RGB-uv projections outperformed pixel binning on most benchmarks, suggesting that illumination-robust color representations matter more as scenes get harder; one testable extension is to combine both views or add a color-augmentation scheme.
- Because the method adds no supervision, it could be plugged into self-supervised or unsupervised ReID pipelines that currently rely on pseudo-labels for appearance debiasing.
Editorial analysis
A structured set of objections, weighed in public.
Referee Report
Summary. The paper proposes CSCI (Colors See, Colors Ignore), an RGB-only method for clothes-changing person re-identification. The method adds a learnable Color token to a ViT (EVA-02) encoder, computes a color histogram (pixel binning or RGB-uv) from the input image as a self-supervised target, trains the Color token to regress this histogram, and applies an orthogonality loss between the Color token and the ReID token to reduce clothing-related appearance bias. A two-step S2A self-attention is introduced to limit information exchange between the two tokens. Experiments on LTCC, PRCC, CCVID, and MeVID report improvements over the EVA-02 baseline, and additional experiments show gains when CSCI is plugged into smaller transformer backbones.
Significance. If the mechanism works as described, CSCI would be a genuinely lightweight alternative to clothing labels or external attribute models: color histograms can be computed on the fly with no annotations, and the method is demonstrated across four datasets and both image and video ReID. The paper also ships useful analysis (t-SNE of color tokens, GradCAM, error categorization) and code. However, the central training objective is stated inconsistently between the main paper and the supplementary, and the empirical evaluation is weakened by best-configuration hyperparameter reporting, lack of error bars, and a backbone that dwarfs most prior work. The paper's own limitation section and Figure 5b admit incomplete disentanglement, which tempers the 'Color Ignore' claim. The idea is promising, but the current manuscript does not yet securely establish the mechanism or the robustness of the reported gains.
major comments (4)
- [§3.3 and Supplementary §16, Eq. (19)] The main text (Eq. (7) and surrounding text) states that LColor_MSE is an MSE regression loss on fCO for predicting the color representation vector, but Supplementary Eq. (19) defines LColor_MSE = ||fCO − fReID||². This is not a regression to the color histogram; it pulls the color token toward the ReID token, directly conflicting with the disentanglement loss LDE (Eq. (1)) that pushes them apart. If Eq. (19) reflects the implementation, the color token does not learn color embeddings as claimed, and the clustering analyses in Figs. 5 and 6 would not follow from the stated objective. If Eq. (19) is a typo, the correct regression target is absent from the manuscript, making the method non-reproducible. This is a load-bearing inconsistency and must be resolved in revision.
- [Supplementary §11, Table 6 and Fig. 10] The supplementary states that color histogram hyperparameters 'differ such as reporting the best accuracy obtained for a particular experiment' and Table 6 lists different bin sizes, smoothness factors, normalization schemes, and scale factors for each reported result. With only two runs per experiment and no held-out validation split for hyperparameter selection, the reported gains (+2.9% on LTCC, +5.0% on PRCC, etc.) reflect the best of many configurations rather than a prespecified protocol. This makes the empirical claims optimistic. The authors should report mean and standard deviation over multiple runs for a fixed configuration, or perform hyperparameter selection on a validation split and report the corresponding test numbers.
- [§5.2, Fig. 5b and Supplementary §19] The paper's own analysis admits a cross-information leak between fReID and fCO: Figure 5b shows clusters in fCO grouped by similar poses and faces, and §19 states that 'Figure 5 hints at a cross-information leak between fReID and fCO.' This directly weakens the central 'Color Ignore' claim, as the disentanglement is incomplete. The observed accuracy gains might arise from the auxiliary color-prediction task acting as a regularizer rather than from genuine removal of color bias. The authors should provide a more direct measure of color-bias removal, for example by evaluating clothing-attribute prediction accuracy or clothing-similarity of nearest neighbors from fReID before and after applying CSCI, or by tempering the claims accordingly.
- [Tables 1 and 2] The main comparisons use EVA-02 (303M parameters) for CSCI, while most prior methods are based on ResNet or smaller transformers. The EVA-02 baseline itself already outperforms or matches prior state of the art on several metrics (e.g., PRCC mAP 59.0 vs. 58.3 for CCPG), so the reported 'state-of-the-art' comparisons are not like-for-like. The generalization experiments in Table 3 (TransReID, TMGF, PAT, TCiP) are helpful but are on the same-clothes setting for several models, and the paper should either provide same-backbone comparisons for the main baselines or clearly frame the comparisons as 'system-level' with different compute budgets.
minor comments (4)
- [Eq. (1) and Supplementary Eq. (20)] The disentanglement loss uses the absolute value of the cosine similarity between fCO and fReID; the text says the cosine distance is 'maximized.' Minimizing the absolute cosine similarity only corresponds to maximizing cosine distance if the angle is constrained to be at least 90 degrees, which is not stated. Please clarify the exact objective.
- [§5.1] There is a typo in the sentence 'random initialized EV A achieves a 2.6% Top-1 accuracy on LTCC (CC)' — 'EV A' should be 'EVA-02' or 'EVA', and the sentence would benefit from a period after '(CC)'.
- [Table 3] The table mixes CC-ReID models (TCiP) with same-clothes ReID models (TransReID, PAT, TMGF) under the title 'CSCI on other Transformers'; the caption should explicitly distinguish the settings, since a +7% Top-1 gain on TMGF in the same-clothes protocol is not directly comparable to gains on CC-ReID.
- [Supplementary §11.1] Table 6 has a few entries where the smoothness factor is marked as not applicable or missing (e.g., the MEVID RGB-uv row), which is confusing because the smoothness factor is a core hyperparameter for RGB-uv histograms; the table would be clearer if all fields were filled with explicit values.
Circularity Check
Supplementary Eq. 19 defines the color-prediction loss as MSE between the color token and the ReID token, making the claimed color embedding reduce to a copy of the ReID feature by construction.
-
self definitional
[Supplementary §16, Eq. 19; main §3.3, Eq. 7]
"The regression MSE loss for predicting colors : LColor_MSE = ||fCO − fReID ||²_2 (19) ... For predicting the color representation vector, we use MSE regression loss (LColor_MSE) on fCO."
The only written formula for the 'color prediction' loss makes the ReID token fReID the regression target, not the color histogram described in §3.2. Minimizing LColor_MSE therefore drives fCO toward fReID, so the 'Color See' token is, by construction, a copy of the identity feature it is supposed to be disentangled from. The paper's validation of fCO as a color embedding (Figs. 5-6) and the 'Color Ignore' conclusion are not derivable from this objective; they rely on an unwritten histogram-regression target. This is a fitted/defined target renamed as a color prediction.
full rationale
The paper is an empirical method paper rather than a formal derivation, so most of its claims rest on measured benchmark improvements and ablations rather than on a theorem chain. Those experiments are self-contained: color histograms are computed from the input RGB images, the ReID and color tokens are trained on the same data, and the reported gains are comparisons against external baselines. The use of EZ-CLIP from the same group is a code-released prior technique used as a baseline and component, not a self-citation invoked to forbid alternatives or to prove uniqueness, so it does not constitute load-bearing circularity. The one genuinely circular-by-construction element is Supplementary Eq. 19, where the MSE loss 'for predicting colors' is written as ||fCO − fReID||², i.e. the color token is trained to match the ReID token rather than the color histogram. If implemented as written, the color embedding reduces to a copy of the identity feature, and the central claim that fCO captures color-related appearance bias while being disentangled from fReID is not supported by the paper's own equations. Since the main text's prose suggests the intended target was the histogram, this is partial rather than total circularity, but the written formulation still makes one of the paper's key 'predictions' equivalent to its input by definition.
Assumptions & free parameters
free parameters (3)
- RGB-uv color histogram hyperparameters (bin size, smoothness tau, concat/mean, normalization, scale factor) =
Varies per dataset; e.g., LTCC uses bin=32, tau=0.001, concat, L2, scale=100; PRCC uses bin=32, tau=0.001, concat, L1…
- Pixel binning histogram hyperparameters (bin size, normalization, scale factor) =
e.g., LTCC: bin=20, concat, L2, scale=100; PRCC: bin=20, concat, L1, scale=1000
- Training hyperparameters (learning rate, optimizer, epochs, loss weights) =
Not fully reported
assumptions (3)
- ad hoc to paper Color histograms computed from raw RGB images serve as a sufficient proxy for clothing-related appearance bias.
- ad hoc to paper The disentanglement loss LDE (Eq. 1) removes color bias without damaging identity cues.
- domain assumption EVA-02 pre-trained weights are a strong and appropriate backbone for ReID.
invented entities (1)
-
Color token
Cite this review
Pith. "Pith review of Colors See Colors Ignore: Clothes Changing ReID with Color Disentanglement." pith.science (2026). https://pith.science/paper/YMMA62XT
@misc{pith2026250707230,
author = {Pith},
title = {Pith review of: Colors See Colors Ignore: Clothes Changing ReID with Color Disentanglement},
year = {2026},
howpublished = {\url{https://pith.science/paper/YMMA62XT}},
note = {Machine review of arXiv:2507.07230}
}
read the original abstract
Clothes-Changing Re-Identification (CC-ReID) aims to recognize individuals across different locations and times, irrespective of clothing. Existing methods often rely on additional models or annotations to learn robust, clothing-invariant features, making them resource-intensive. In contrast, we explore the use of color - specifically foreground and background colors - as a lightweight, annotation-free proxy for mitigating appearance bias in ReID models. We propose Colors See, Colors Ignore (CSCI), an RGB-only method that leverages color information directly from raw images or video frames. CSCI efficiently captures color-related appearance bias ('Color See') while disentangling it from identity-relevant ReID features ('Color Ignore'). To achieve this, we introduce S2A self-attention, a novel self-attention to prevent information leak between color and identity cues within the feature space. Our analysis shows a strong correspondence between learned color embeddings and clothing attributes, validating color as an effective proxy when explicit clothing labels are unavailable. We demonstrate the effectiveness of CSCI on both image and video ReID with extensive experiments on four CC-ReID datasets. We improve the baseline by Top-1 2.9% on LTCC and 5.0% on PRCC for image-based ReID, and 1.0% on CCVID and 2.5% on MeVID for video-based ReID without relying on additional supervision. Our results highlight the potential of color as a cost-effective solution for addressing appearance bias in CC-ReID. Github: https://github.com/ppriyank/ICCV-CSCI-Person-ReID.
Figures
Figures from the paper (10 more)
Reference graph
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(Section 8)
Intuition behind using colors justification of why colors can be a good lightweight substitute for clothing labels in reducing appearance bias. (Section 8)
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Description of two Zips attached with this supplemen- tary, the RGB GIFs denoting the clusters based on color representation (Section 9)
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RGB-uv Histogram Mathematical description (Sec- tion 10)
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[65]
Color Hyperparamters All color profiles related hyperparameters used in the main paper (Section 11)
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Image Encoder EV A-02 All color profiles related hyperparameters used in the main paper (Section 12)
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EZ-CLIP Video ReID model architecture (Section 13)
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Intutive explanation of S2A self-attention (Sec- tion 14)
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(Section 15)
Gram CAM Comparison Grad cam visualization for CSCI and comparison with baseline. (Section 15)
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(Section 16)
All Losses Formula for all the loss function used to train models. (Section 16)
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All Results Table include technique based previous works which can are generally applied on pre-trained models (Section 17)
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(Section 18)
Mevid Results All Mevid evaluation protocols, namely overall, clothing-based, distance/location-based, and scale-based. (Section 18)
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Limitation and ethical consideration (Section 19)
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[74]
cloth 070 id 1
Intuition behind using colors Colors’s inherently have limitations like lacking global context with noisy/ambiguity. However, our goal is not to solve/replace clothing, but rather to offer a lightweight/practical alternative to costly clothing la- bels/annotation. Notably, exi...
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[75]
We used the DBSCAN algorithm to cluster color histograms since we don’t know the number of actual clusters
RGB GIFs (Figure 1) Figure 1 main submission shows CCVID video frames and LTCC images clustered using RGB-uv projections. We used the DBSCAN algorithm to cluster color histograms since we don’t know the number of actual clusters. In the main paper, we have shown 7 clusters, wh...
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[76]
RGB-uv Histograms derivation (Under Color Representation in Methodology) HistGAN [3] used RGB-uv projection of colors for style transfer in GANs. They implied this representation (2D rep- resentation) has better invariance to illumination, is more compact than RGB pixel binnin...
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[77]
These hyperparameters are described below with ones used in experimental values reported in the main submission listed in Table 6
Color Histograms hyperparameters(Under Implementation in Experiments) Color histogram hyperparameters differ such as reporting the best accuracy obtained for a particular experiment. These hyperparameters are described below with ones used in experimental values reported in th...
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[78]
h = 32 is shown for all demonstration purposes in the main submission
Bin size h = u = v: size of histogram images. h = 32 is shown for all demonstration purposes in the main submission
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[79]
Smoothness factor τ: τ = 0.02 is used for all demon- stration purposes in the main submission
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[80]
We flat- ten these histograms to regress over via color tokens
Concatenating vs Averaging the 3 channels . We flat- ten these histograms to regress over via color tokens. Hence we can either concatenate these channels by cre- ating R3×h×h 1D vector or averaging Rh×h vectors
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[81]
It can be either L2 normal- ized or L1 normalized or simple min, max normalization x−min(x) max(x)−min(x)
Normalization: Normalized flattened histogram vec- tor is fed to the model. It can be either L2 normal- ized or L1 normalized or simple min, max normalization x−min(x) max(x)−min(x)
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[82]
Once normalized most of the values of histograms are close to 0, e.g
Scale Multiplication factor. Once normalized most of the values of histograms are close to 0, e.g. 3 × 32 × 32 L2 normalized vector. Hence, we multiply the vectors by 1, 10, 100, or 1000 as a scale factor. These hyperparameters namely, bin size, smoothness factor, and scale fa...
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[83]
h = 20 is constant for all the experiments, producing 20 × 20 × 20 3D his- togram
Bin size h: size of histogram bins. h = 20 is constant for all the experiments, producing 20 × 20 × 20 3D his- togram
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Normalization, same as RGB-uv histograms
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[85]
Scale Multiplication factor same as RGB-uv his- tograms. 11.3. Color Hyper parameter performance As shown in Tab. 6, there are several hyperparameters. In order to give some estimate of the relative performance of each hyperparameters, we have plotted LTCC performance for some...
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[86]
It has shown remark- able generalization with state-of-the-art zero-shot image classification capabilities
Visual Transformer Encoder EV A-02 De- tails (Under Color See Color Ignore (CSCI) in Methodology) EV A-02 [19] is a vision-language transformer with large- scale CLIP based pre-training [44]. It has shown remark- able generalization with state-of-the-art zero-shot image classi...
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[87]
We first pre-train the EV A-02 image encoder on the video dataset, using random frames for Image ReID
Video ReID : EZ-CLIP : (EC) (Under Gen- eralization to Video ReID in Methodology) Recently [4] proposed using temporal prompts (tokens) for converting any image-based transformers into a video model3. We first pre-train the EV A-02 image encoder on the video dataset, using ran...
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[88]
Traditional
Intutive Explanation of S2A self-attention S2A is the same as masked self-attention, with one key dif- ference: ID and Color token do not influence each other’s weights. This subtle yet important difference yields 1% gain over masked self-attention (Tab.4(a)), noteworthy as Pe...
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[89]
(a) Different clothing: Figure 13 shows the attention of baseline (vanilla model) and our CSCI, where both models 15 Gallery Vanilla CSCI Query Figure 13
CSCI GradCAM Grad-CAM is applied on the PRCC train set image (denoted as ‘Query’ and ‘Gallery’) via similarity from two images (query), with and without the similar clothing. (a) Different clothing: Figure 13 shows the attention of baseline (vanilla model) and our CSCI, where ...
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[90]
Triplet loss ( LT ripelt) for a minibatch terms the i-th as ”anchor” (i,A) f iA ReID
Loss formulations Cross entropy loss for a batch of ‘N’ images, and classifier layer Wk : LID CE = − NX i=1 log eWyi xi+byi PC k=1 eWkxi+bk (17) where yi is the label vector for xi and C classes. Triplet loss ( LT ripelt) for a minibatch terms the i-th as ”anchor” (i,A) f iA R...
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[91]
We have added them here for completion
All Results (Under Comparison with SOTA Methods in Experiments) In the main paper, technique-based approaches which take existing models and improve their accuracy, mostly via fa- cial features were skipped. We have added them here for completion. We have skipped the results f...
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MEVID All Protocols ( Under Experiment Settings) While existing works have reported accuracy mostly on the Overall category and Clothes changing category (CC), Original work [15], evaluated baseline models on various metrics as well. These metrics include: (i) SC: Query- 17 Me...
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[93]
To address this, color embeddings might need to be entirely separated from the ReID model, warranting a deeper analysis of computation overhead
Limitations and Ethical Statement Figure 5 hints at a cross-information leak between fReID and fCO. To address this, color embeddings might need to be entirely separated from the ReID model, warranting a deeper analysis of computation overhead. Furthermore, the color aspect of...
Reviewed August 6, 2026 · model on record in the stance chip above.
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