CoRe-Gen: Robust Spectrum-to-Structure Generation under Imperfect Fingerprint Conditions
Pith reviewed 2026-05-14 20:11 UTC · model grok-4.3
The pith
CoRe-Gen generates molecular structures from mass spectra by training decoders on frequency-aware corrupted fingerprints to match real prediction noise.
A machine-rendered reading of the paper's core claim, the machinery that carries it, and where it could break.
Core claim
CoRe-Gen closes the condition mismatch in spectrum-to-structure pipelines by pretraining the spectrum encoder on synthetic spectra, training the decoder with frequency-aware fingerprint corruption to simulate prediction noise, and applying structure-aware autoregressive decoding using compositional SELFIES representations with auxiliary structural supervision and lightweight chemical constraints. This produces higher top-1 and top-10 exact-match accuracies on standard benchmarks.
What carries the argument
Frequency-aware fingerprint corruption applied during decoder training to reproduce the structured errors from real spectrum-to-fingerprint predictors.
If this is right
- Enables reliable de novo generation beyond database coverage by handling noisy inputs.
- Preserves the efficiency advantages of autoregressive decoding for scalable applications.
- Improves performance particularly on long-tail substructures that are prone to prediction errors.
- Allows integration with large-scale molecular corpora for fingerprint-to-structure decoding.
Where Pith is reading between the lines
- This noise-modeling technique could be adapted to other generative tasks with imperfect intermediate predictions, such as in natural language processing pipelines.
- Exploring predictor-specific corruption patterns rather than frequency-based might further close the train-test gap.
- The compositional SELFIES approach opens doors to incorporating more domain knowledge into autoregressive molecular generators.
Load-bearing premise
The frequency-aware corruption accurately reproduces the structured errors that arise from real spectrum-to-fingerprint predictors at deployment.
What would settle it
Evaluating the model using fingerprints actually predicted by a spectrum-to-fingerprint model on real spectra and comparing the accuracy to results obtained with the synthetic corruption method.
Figures
read the original abstract
Molecular structure elucidation from tandem mass spectra (MS/MS) remains challenging, particularly for de novo generation beyond database coverage. A common approach decomposes the task into spectrum-to-fingerprint prediction followed by fingerprint-to-structure decoding, enabling the use of large-scale molecular corpora. However, at deployment, the decoder relies on predicted rather than oracle fingerprints, introducing structured errors that propagate into generation. This results in a fundamental condition mismatch, where models trained on clean inputs must operate under noisy, biased predictions, especially for long-tail substructures. We present CoRe-Gen that explicitly addresses this gap. CoRe-Gen improves the intermediate condition via synthetic-spectrum pretraining of the encoder, matches deployment-time noise through frequency-aware fingerprint corruption during decoder training, and mitigates residual errors using structure-aware autoregressive decoding with compositional SELFIES representations, auxiliary structural supervision, and lightweight chemical constraints. Experiments on standard benchmarks show that CoRe-Gen establishes a new state of the art on NPLIB1, achieving 19.54\% Top-1 and 29.92\% Top-10 exact-match accuracy, while remaining competitive on the more challenging MassSpecGym benchmark. Importantly, CoRe-Gen preserves the efficiency advantages of autoregressive decoding, providing a practical and scalable solution for robust spectrum-to-structure generation under realistic conditions.
Editorial analysis
A structured set of objections, weighed in public.
Referee Report
Summary. The manuscript introduces CoRe-Gen for de novo molecular structure elucidation from tandem mass spectra. It decomposes the task into spectrum-to-fingerprint prediction followed by fingerprint-to-structure decoding and addresses the train-test condition mismatch through synthetic-spectrum pretraining of the encoder, frequency-aware fingerprint corruption during decoder training, and structure-aware autoregressive decoding that incorporates compositional SELFIES representations, auxiliary structural supervision, and lightweight chemical constraints. The work reports new state-of-the-art exact-match accuracies on the NPLIB1 benchmark (19.54% Top-1, 29.92% Top-10) while remaining competitive on the more challenging MassSpecGym benchmark.
Significance. If the robustness gains are shown to arise from genuine mismatch mitigation rather than an optimistic noise model, the approach would constitute a practical advance for scalable spectrum-to-structure generation. The preservation of autoregressive decoding efficiency together with explicit handling of long-tail substructures and auxiliary supervision are concrete strengths that could influence downstream metabolomics applications.
major comments (2)
- [Methods (fingerprint corruption and decoder training)] The central claim that frequency-aware fingerprint corruption during decoder training accurately reproduces the structured, substructure-biased errors of real spectrum-to-fingerprint predictors is load-bearing for the robustness argument, yet the manuscript supplies no quantitative validation (per-substructure error-rate histograms, KL divergence between synthetic and real residuals, or similar) comparing the synthetic corruption schedule to actual predictor error distributions. Without this check, it remains possible that the reported NPLIB1 gains are driven by an optimistic noise model rather than genuine robustness.
- [§4 Experiments] §4 (Experiments): the abstract states clear numerical improvements on standard benchmarks, but the manuscript must provide explicit controls for data leakage, confirmation that the corruption schedule was not tuned post-hoc on the test distribution, and full baseline implementation details to substantiate the SOTA claim on NPLIB1.
minor comments (2)
- [Methods] Notation for the compositional SELFIES representation and the auxiliary supervision losses should be introduced with explicit equations or pseudocode in the methods section for reproducibility.
- [Figures and Tables] Table captions and axis labels in the benchmark result figures should explicitly state whether reported accuracies are exact-match or relaxed-match to avoid reader confusion.
Simulated Author's Rebuttal
We thank the referee for the constructive and detailed report. We agree that quantitative validation of the corruption model and additional experimental controls are needed to fully support the robustness claims. We will revise the manuscript to incorporate these elements while preserving the core contributions.
read point-by-point responses
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Referee: [Methods (fingerprint corruption and decoder training)] The central claim that frequency-aware fingerprint corruption during decoder training accurately reproduces the structured, substructure-biased errors of real spectrum-to-fingerprint predictors is load-bearing for the robustness argument, yet the manuscript supplies no quantitative validation (per-substructure error-rate histograms, KL divergence between synthetic and real residuals, or similar) comparing the synthetic corruption schedule to actual predictor error distributions. Without this check, it remains possible that the reported NPLIB1 gains are driven by an optimistic noise model rather than genuine robustness.
Authors: We acknowledge that the current manuscript does not include direct quantitative comparisons between the frequency-aware corruption schedule and real predictor error distributions. In the revision we will add per-substructure error-rate histograms, KL-divergence measurements, and residual distribution plots computed on held-out validation spectra. These analyses will be performed using the same spectrum-to-fingerprint model that generates the noisy fingerprints at inference time, thereby demonstrating that the synthetic corruption reproduces the observed structured, substructure-biased errors rather than relying on an optimistic noise model. revision: yes
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Referee: [§4 Experiments] §4 (Experiments): the abstract states clear numerical improvements on standard benchmarks, but the manuscript must provide explicit controls for data leakage, confirmation that the corruption schedule was not tuned post-hoc on the test distribution, and full baseline implementation details to substantiate the SOTA claim on NPLIB1.
Authors: We will expand §4 with (i) explicit statements and verification that training, validation, and test molecule sets are disjoint at the InChI level, (ii) a clear description that the corruption schedule hyperparameters were selected exclusively on the validation split with no access to test data, and (iii) complete baseline implementation details including model architectures, training hyperparameters, and public code references. These additions will be placed in a new subsection on experimental rigor and will be accompanied by supplementary tables listing all hyperparameter choices. revision: yes
Circularity Check
No circularity: empirical ML pipeline with external benchmarks
full rationale
The paper describes an empirical architecture (synthetic pretraining, frequency-aware corruption, autoregressive decoding with SELFIES and auxiliary supervision) evaluated on external benchmarks NPLIB1 and MassSpecGym. No equations, derivations, or fitted parameters are presented that reduce the reported accuracies to quantities defined by the same inputs. The central claims rest on experimental results rather than self-referential definitions or self-citation chains that would force the outcome by construction. This is a standard non-circular empirical contribution.
Axiom & Free-Parameter Ledger
axioms (2)
- domain assumption Standard neural network training converges to a useful mapping from spectra to fingerprints and from fingerprints to structures.
- domain assumption Frequency statistics of substructures in the training corpus are representative of the error patterns that real predictors will produce at test time.
Reference graph
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