REVIEW 2 major objections 5 minor 2 cited by
This paper claims that feeding jets to a transformer as continuous vectors while keeping token IDs as prediction targets, and pre-training jointly with next-token and masked-token objectives, greatly improves downstream jet classification w
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
2026-08-03 18:37 UTC pith:DLENBWWV
load-bearing objection Solid extension of OmniJet-α with real classification gains, but the 'no loss in generation' claim needs a quantitative check before I'd cite it. the 2 major comments →
Enhancing next token prediction based pre-training for jet foundation models
The pith
A machine-rendered reading of the paper's core claim, the machinery that carries it, and where it could break.
Core claim
On the paper's own terms, the central discovery is that two modifications to autoregressive next-token prediction for jets yield the best of both worlds. First, using continuous (or pseudo-continuous) feature vectors as the transformer input while keeping token IDs only as the next-token prediction target removes the tokenization bottleneck from downstream classification without sacrificing the generative pre-training task. Second, combining next token prediction (NTP) with masked particle modeling (MPM) during pre-training produces a representation that classifies almost as well as pure MPM while remaining generative. A causal-attention version of MPM performs like NTP, not like bidirection
What carries the argument
The load-bearing mechanism is the hybrid input-target split: a VQ-VAE compresses particle features into token IDs, but the transformer receives the decoded continuous feature vectors while the token IDs remain only the prediction targets for the generative head. This preserves the generative objective while letting the classifier operate on full-resolution features. The second piece is a joint pre-training objective with two heads — one for next-token prediction with causal attention and one for masked-token prediction with bidirectional attention — whose losses are simply added. A causal-attention MPM variant (MPM-Causal) is used as a control to separate the effect of the masking objective
Load-bearing premise
The 'no loss in generative performance' claim holds only if comparing generated jets with the VQ-VAE's tokenized-and-decoded target is a sufficient fidelity test; if the VQ-VAE's known reconstruction errors (for example on trajectory displacement) hide a real drop from adding the masked objective, the trade-off claim weakens.
What would settle it
Generate jets from the NTP-only and joint NTP+MPM checkpoints and compare them directly to raw, never-tokenized JetClass jets using a quantitative distributional metric (e.g., Wasserstein distance or a trained classifier) on particle pT, eta, phi, mass, and d0; if the joint model is significantly worse on these raw features while both match the tokenized-decoded target, the claim of no generative loss is refuted.
If this is right
- Continuous inputs instead of token-ID inputs improve classification at every training-set size tested, and pre-training still helps on small datasets, though gains vanish at 100 million jets for in-distribution classification.
- Joint NTP+MPM pre-training nearly matches pure MPM on classification accuracy and background rejection while retaining the generative fidelity of NTP-only training.
- Because MPM-Causal performs like NTP rather than bidirectional MPM, the classification advantage of MPM is attributed mainly to bidirectional attention, not to the masking objective itself.
- The pre-training pipeline remains simulation-free and label-free, so the improved classifier can still be trained on real LHC data and transferred to different datasets with minimal fine-tuning.
- Extending the feature set with mass, charge, particle ID, and trajectory displacement further improves classification accuracy without visibly harming generated distributions.
Where Pith is reading between the lines
- This result suggests a general principle for tokenized point-cloud models: put the compression on the target side of the loss, not on the input side, so that downstream tasks keep full-resolution information.
- A natural next experiment is a single bidirectional transformer trained with MPM plus a generative decoding head, which might achieve both capabilities without running two backbone forward passes during pre-training.
- Since the paper assesses generative fidelity only by visual histogram agreement against a tokenized-and-decoded target, a quantitative comparison of raw, never-tokenized events would be the decisive test of the 'no loss' half of the claim.
- The MPM-Causal control points toward attention directionality as the key design axis for future jet foundation models, more than the specific choice of prediction target.
Editorial analysis
A structured set of objections, weighed in public.
Referee Report
Summary. The paper proposes two modifications to the OmniJet-α jet foundation model: (i) a hybrid input representation in which continuous particle feature vectors are fed to the transformer while token-IDs are retained only as next-token prediction targets, and (ii) a joint pre-training objective combining next token prediction (NTP) with masked particle modeling (MPM). The authors pre-train on 100M JetClass jets and evaluate by fine-tuning on JetClass 10-class classification and on the top-tagging dataset, including out-of-distribution transfer. They report large classification gains from the hybrid input and from adding MPM, while claiming no degradation in generative performance, and they decompose the MPM benefit through a causal-MPM ablation. The classifier experiments use five seeds and controlled comparisons; the generative evaluation is visual only, against the VQ-VAE-decoded target.
Significance. The contribution is potentially significant for simulation-free jet foundation models: if a single pre-trained model can both generate and provide a representation that fine-tunes to near-MPM classification accuracy, that would address a central limitation of the original OmniJet-α. The classification comparisons are well designed, and the use of five seeds, OOD transfer to top tagging, and a controlled MPM-Causal variant to separate objective from attention directionality are strengths. The paper also makes code available. However, the generative half of the central claim is currently supported only by side-by-side histogram inspection against a lossy tokenized-decoded reference, which is not sufficient for a quantitative 'no loss' claim. Because the joint NTP+MPM model is the main proposal, this gap is load-bearing; the paper needs a quantitative generative metric or a more qualified claim.
major comments (2)
- [III.B, Fig. 6; also Abstract and Conclusion] The claim 'without any loss in generative performance' is not supported quantitatively. The only evidence is normalized histograms of generated samples against the VQ-VAE-decoded JetClass target, with no error bars, no divergence measure, no held-out next-token loss/perplexity, and no multiple seeds for generation. Since the joint model's value proposition is exactly that it retains NTP-level generation while improving classification, a small but real degradation (e.g. in tail behavior or next-token perplexity) would be invisible. Please add quantitative generative metrics, such as held-out token-level negative log-likelihood/perplexity, JSD/Wasserstein distances on the plotted observables with bootstrap uncertainties, or a two-sample test between NTP and NTP+MPM samples, and report them for both models. At minimum, the abstract should be qualified until such evidence is provided.
- [Appendix C, Fig. 8] The no-loss generative claim is only tested for the kinematics-only feature set. The extended-feature generative model uses NTP only; no joint NTP+MPM model is trained or evaluated with the extended feature set. If the claim is meant to cover the extended-feature setup (as the abstract suggests), this is a gap. Either provide a joint extended-feature generative evaluation or restrict the claim to the kinematic-only configuration.
minor comments (5)
- [III.B, Fig. 5] The precise accuracy and R30 values corresponding to the curves in Fig. 5 are not given in the text; the inset makes differences difficult to read. A small table for the largest training set sizes would help quantify the gains of NTP+MPM over NTP and MPM.
- [II.C.3, Fig. 2] The description of the joint forward passes states that 'two backbone forward passes are performed,' but it does not specify that one pass uses the unmasked sequence with causal attention and the other uses the masked sequence with bidirectional attention. Please make this explicit, and state how the two losses are weighted (the text says 'simply added,' but a formula would be clearer).
- [III.B, Fig. 5 and Appendix D] The comparison between MPM-Causal and NTP in Fig. 5 is confounded by the different prediction head architectures (transformer blocks for MPM(-Causal) and a single linear layer for NTP). Although Appendix D provides a control showing no effect on final fine-tuning performance, the main text does not mention this difference. Please refer to the control when interpreting the MPM-Causal result.
- [Appendix A.1, Table I] The LayerScale initialization value of 1.0 and the use of pre-norm transformer blocks differ from OmniJet-α, but no ablation is given. A sentence explaining the choice of 1.0 and its stability would be useful.
- [Figs. 3, 6, 8] The caption does not state how many jets were generated or whether the histograms are from a single fixed seed. Adding this information would allow readers to assess the statistical precision of the visual comparisons.
Circularity Check
No significant circularity: classification gains are measured on external labels and generative comparisons use a fixed target distribution.
full rationale
The central classification claim is supported by fine-tuning on external supervised tasks (JetClass 10-class, top-tagging binary) with held-out labels, so the pre-training improvements are not fitted to the evaluation metric. The generative claim is checked by comparing generated, decoded jets against the fixed 'JetClass (tokenized & decoded)' reference — the correct target for an autoregressive token model — with both the NTP-only and NTP+MPM generators evaluated against the same reference; no parameter is adjusted to make the histograms agree. The MPM masking rate is imported from an external reference [5], and the joint objective simply adds the two loss terms without fitting weights to downstream performance. OmniJet-α [9] is used as a baseline and architectural starting point, but the paper's improvements are demonstrated by direct comparison to this baseline and to from-scratch models, so the self-citation is not load-bearing in the derivation. The acknowledged VQ-VAE reconstruction limitation (Appendix B, notably d0) means the generative evidence is less strong than a quantitative raw-data metric would be, but that is an evidence-quality concern, not circularity. No equation or fitted parameter reduces to the claimed result by construction.
Axiom & Free-Parameter Ledger
free parameters (5)
- MPM masking rate =
40%
- NTP:MPM loss weighting =
1:1 (losses added without modification)
- VQ-VAE codebook size =
8,192 (kin.); 32,768 (ext.)
- Backbone size =
8 transformer blocks, embedding dim 128 (≈1.6M params for continuous input)
- LayerScale initialization =
1.0
axioms (4)
- domain assumption VQ-VAE tokenization/reconstruction is a sufficient representation for evaluating generative fidelity (target = tokenized-decoded JetClass distributions)
- domain assumption Pre-training on JetClass (CMS-like Delphes simulation) transfers to the top-tagging dataset (ATLAS-like Delphes simulation) despite different detector cards and generator settings
- ad hoc to paper MPM masking rate 40% from [5] and 1:1 loss weighting are appropriate for this smaller backbone
- standard math Standard transformer/VQ-VAE training procedures in PyTorch/Lightning are implemented correctly
read the original abstract
Next token prediction is an attractive pre-training task for jet foundation models, in that it is simulation free and enables excellent generative capabilities that can transfer across datasets. Here we study multiple improvements to next token prediction, building on the initial work of OmniJet-$\alpha$. Instead of tokenizing particles and subsequently only using the token-ID as the model input for both the generative and the classification task, we adopt a hybrid setup, which allows us to use continuous feature vectors as model input while only using token-IDs in the next token prediction target. Secondly, we explore a combined pre-training strategy that combines masked particle modeling and generative learning objectives. Taken together, these changes greatly improve the performance in downstream classification tasks without any loss in generative performance.
Figures
Forward citations
Cited by 2 Pith papers
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Reference graph
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Continuous-input next-token prediction The main advantage of using continuous input vectors is that the downstream classification task can operate directly on the full resolution feature vectors ⃗ci, ensuring that the model does not suffer from tokenization-induced loss of information in this task. With this goal of improving downstream clas- sification p...
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Although MPM does not produce a generative model out of the box, it has demonstrated competitive classification performance
Masked token prediction Following masked modeling approaches in natural lan- guage processing and computer vision [51–56], masked mod- eling was introduced for jet physics in the form of Masked Particle Modeling (MPM) [4, 5]. Although MPM does not produce a generative model out of the box, it has demonstrated competitive classification performance. Since ...
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An illustration of the joint setup is shown in Figure 2c
Joint next and masked token prediction To investigate if the advantages of both next and masked token prediction can be combined, we implement a joint pre-training. An illustration of the joint setup is shown in Figure 2c. This joint pre-training is realized by having two model heads, predicting the next token logits and the masked token logits, respectiv...
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Backbone architecture changes Compared to OmniJet-α, which uses post-norm trans- former blocks based on [60], we use pre-norm trans- former [61] blocks in the backbone architecture as this choice is more common in modern transformer architectures. Fur- thermore, we add LayerScale[62] to the architecture, but instead of initializing the per-channel weights...
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Token prediction head As in the original OmniJet-αwork, we use a linear layer to project the backbone output to the logits of the token-IDs when training on the NTP target only. The token prediction head used for MPM, as well as the token prediction head used for the NTP prediction in the joint pre-training consists of two transformer blocks with the same...
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Furthermore, we do not apply the causal mask in the backbone in classification mode as this is an unnecessary restriction on the model’s capacity when trained for classifi- cation
Classification head Compared to OmniJet-αwe adapt the classification head to feature two class-attention blocks [10, 62] followed by a lin- ear layer (instead of two linear layers with a summation over all particles between them) to obtain a more capable classifi- cation head. Furthermore, we do not apply the causal mask in the backbone in classification ...
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Additionally, we use the same transformer block architecture as in the backbone model, in- stead of the NormFormer [64] architecture that was used in OmniJet-α
VQ-V AE architecture changes As the hybrid setup with continuous input and token-ID prediction requires on-the-fly decoding of token-IDs during the generation loop, the VQ-V AE has to be trained with a causal mask in the decoder. Additionally, we use the same transformer block architecture as in the backbone model, in- stead of the NormFormer [64] archite...
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[75]
A constant learning rate of 1×10−3 and a batch size of 1000 is used for all trainings except for trainings where we use 10k jets or less, for which we use a batch size of
Training details All models are trained with the Ranger [65] optimizer, which uses the Lookahead [66] optimizer with RAdam [67] as the inner optimizer. A constant learning rate of 1×10−3 and a batch size of 1000 is used for all trainings except for trainings where we use 10k jets or less, for which we use a batch size of
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[100]
Classification trainings are performed for up to 1 M steps as well, but with early stopping based on the validation loss
Pre-trainings are performed for a total of 1 M steps, with the final model state being used for evaluation. Classification trainings are performed for up to 1 M steps as well, but with early stopping based on the validation loss. Classification runs are repeated with five different random seeds and the average and standard deviation of the five runs is re...
2000
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