
TL;DR
This paper demonstrates that a simple neural network can accurately extrapolate hypernuclear separation energies from limited model space calculations, aligning well with experimental data and other extrapolation methods.
Contribution
It introduces a neural network-based extrapolation method for hypernuclear calculations, effectively predicting results in large model spaces and addressing overfitting issues.
Findings
Neural network accurately extrapolates separation energies up to Nmax=100.
Results agree with experimental data for some hypernuclei.
Neural network matches other extrapolation schemes, confirming its reliability.
Abstract
We employ a feed-forward artificial neural network to extrapolate at large model spaces the results of {\it ab-initio} hypernuclear No-Core Shell Model calculations for the separation energy of the lightest hypernuclei, H, H and He, obtained in computationally accessible harmonic oscillator basis spaces using chiral nucleon-nucleon, nucleon-nucleon-nucleon and hyperon-nucleon interactions. The overfitting problem is avoided by enlarging the size of the input dataset and by introducing a Gaussian noise during the training process of the neural network. We find that a network with a single hidden layer of eight neurons is sufficient to extrapolate correctly the value of the separation energy to model spaces of size . The results obtained are in agreement with the experimental data in the case of H…
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Taxonomy
TopicsQuantum Chromodynamics and Particle Interactions · Geophysics and Gravity Measurements · Particle physics theoretical and experimental studies
