A new tool for fast-flying PDF fits

Abstract We present , an open-source Python code that provides a general and flexible tool for PDF fits. The code is built so that users can implement their own PDF model, and use the built-in functionalities of for a fast computation of observables. It grants easy access to experimental data, several error propagation methodologies, including the Hessian method, the Monte Carlo replica method, and an efficient numerical Bayesian sampling algorithm. To demonstrate the capabilities of , we consider its simplest application: a polynomial PDF parametrisation. We perform closure tests using a full set of DIS data and compare the results of Hessian and Monte Carlo fits with those from a Bayesian fit. We further discuss how the functionalities illustrated in this example can be extended to more complex PDF parametrisations. In particular, the Bayesian framework in provides a principled approach to model selection and model averaging, making it a valuable tool for benchmarking and combining different PDF parametrisations on solid statistical grounds.

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Publication Details

Journal
The European Physical Journal C
Published
2026-01-14
DOI
https://doi.org/10.1140/epjc/s10052-025-15185-8
Citations
1
Primary Topic
Gaussian Processes and Bayesian Inference
Type
article
Field-Weighted Citation Impact
52.10

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article

A new tool for fast-flying PDF fits

James M. Moore, Mark N. Costantini, V. Sanchez, Luca Mantani et al.
1 citations
The European Physical Journal C
Gaussian Processes and Bayesian Inference
52.10
article

A new tool for fast-flying PDF fits

James M. Moore, Mark N. Costantini, V. Sanchez, Luca Mantani, Maria Ubiali
article en
1 citations

Abstract

Abstract We present , an open-source Python code that provides a general and flexible tool for PDF fits. The code is built so that users can implement their own PDF model, and use the built-in functionalities of for a fast computation of observables. It grants easy access to experimental data, several error propagation methodologies, including the Hessian method, the Monte Carlo replica method, and an efficient numerical Bayesian sampling algorithm. To demonstrate the capabilities of , we consider its simplest application: a polynomial PDF parametrisation. We perform closure tests using a full set of DIS data and compare the results of Hessian and Monte Carlo fits with those from a Bayesian fit. We further discuss how the functionalities illustrated in this example can be extended to more complex PDF parametrisations. In particular, the Bayesian framework in provides a principled approach to model selection and model averaging, making it a valuable tool for benchmarking and combining different PDF parametrisations on solid statistical grounds.

The European Physical Journal CVol. 86(1)
Universitat de València (ES), University of Cambridge (GB)
National Niemann-Pick Disease Foundation, European Commission, Science and Technology Facilities Council
Openalex Percentile: Top 1%
Gaussian Processes and Bayesian Inference
52.10
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