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Hyperparameter Optimisation in Deep Learning from Ensemble Methods: Applications to Proton Structure

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arxiv 2410.16248 v1 pith:AU4YZBPB submitted 2024-10-21 hep-ph hep-exphysics.comp-ph

Hyperparameter Optimisation in Deep Learning from Ensemble Methods: Applications to Proton Structure

classification hep-ph hep-exphysics.comp-ph
keywords modelmodelsdeephyperparameterslearningdeterminationensembleproton
verification ladder T0 review T1 audit T2 compute T3 formal T4 reserved
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Deep learning models are defined in terms of a large number of hyperparameters, such as network architectures and optimiser settings. These hyperparameters must be determined separately from the model parameters such as network weights, and are often fixed by ad-hoc methods or by manual inspection of the results. An algorithmic, objective determination of hyperparameters demands the introduction of dedicated target metrics, different from those adopted for the model training. Here we present a new approach to the automated determination of hyperparameters in deep learning models based on statistical estimators constructed from an ensemble of models sampling the underlying probability distribution in model space. This strategy requires the simultaneous parallel training of up to several hundreds of models and can be effectively implemented by deploying hardware accelerators such as GPUs. As a proof-of-concept, we apply this method to the determination of the partonic substructure of the proton within the NNPDF framework and demonstrate the robustness of the resultant model uncertainty estimates. The new GPU-optimised NNPDF code results in a speed-up of up to two orders of magnitude, a stabilisation of the memory requirements, and a reduction in energy consumption of up to 90% as compared to sequential CPU-based model training. While focusing on proton structure, our method is fully general and is applicable to any deep learning problem relying on hyperparameter optimisation for an ensemble of models.

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Cited by 3 Pith papers

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  1. Interpreting Parton Distributions with Shapley Values

    hep-ph 2026-07 conditional novelty 7.0

    Exact Shapley values on PDF flavors treat χ² as the cooperative payoff, revealing data constraints and an unexpected intermediate-x gluon insensitivity.

  2. A linear PDF model for Bayesian inference

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    Presents a linear PDF parametrization from dimensionality-reduced neural network bases for efficient Bayesian inference, tested via multi-closure tests on synthetic deep inelastic scattering data.

  3. Hyperoptimisation algorithm for the next generation of PDF determinations: ensemble regression with an unbiased selection model

    hep-ph 2026-05 unverdicted novelty 6.0

    Presents a new ensemble regression hyperoptimisation procedure for PDF fitting that combines multiple statistically equivalent methodologies into one PDF set accounting for hyperparameter variation.