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Autori principali: Mishra, Challenger, Tan, Justin
Natura: Preprint
Pubblicazione: 2025
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Accesso online:https://arxiv.org/abs/2512.10907
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author Mishra, Challenger
Tan, Justin
author_facet Mishra, Challenger
Tan, Justin
contents We compute solutions to the Hermitian Yang-Mills equations on holomorphic vector bundles $V$ via an alternating optimisation procedure founded on geometric machine learning. The proposed method is fully general with respect to the rank and structure group of $V$, requiring only the ability to enumerate a basis of global sections for a given bundle. This enables us to compute the physically normalised Yukawa couplings in a broad class of heterotic string compactifications. Using this method, we carry out this computation in full for a heterotic compactification incorporating a gauge bundle with non-Abelian structure group.
format Preprint
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publishDate 2025
record_format arxiv
spellingShingle Hermitian Yang--Mills connections on general vector bundles: geometry and physical Yukawa couplings
Mishra, Challenger
Tan, Justin
High Energy Physics - Theory
Machine Learning
We compute solutions to the Hermitian Yang-Mills equations on holomorphic vector bundles $V$ via an alternating optimisation procedure founded on geometric machine learning. The proposed method is fully general with respect to the rank and structure group of $V$, requiring only the ability to enumerate a basis of global sections for a given bundle. This enables us to compute the physically normalised Yukawa couplings in a broad class of heterotic string compactifications. Using this method, we carry out this computation in full for a heterotic compactification incorporating a gauge bundle with non-Abelian structure group.
title Hermitian Yang--Mills connections on general vector bundles: geometry and physical Yukawa couplings
topic High Energy Physics - Theory
Machine Learning
url https://arxiv.org/abs/2512.10907