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20012026
most citedDiamonds's Temperature: Unruh effect for bounded trajectories and thermal time hypothesis

109 citations · 712 across the 45 of their papers we have counts for

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math-ph2026

Twisted Standard Model and its Krein structure -- in memoriam Manuele Filaci

Pierre Martinetti

We review the contributions of Manuele Filaci - a PhD student from the university of Genova prematurely deceased a little more than a year ago - to the description of the Standard…

math-ph2024★ 1 cited

Torsion and Lorentz symmetry from Twisted Spectral Triples

Pierre Martinetti, Gaston Nieuviarts, Ruben Zeitoun

By twisting the spectral triple of a riemannian spin manifold, we show how to generate an orthogonal and geodesic preserving torsion from a torsionless Dirac operator. We identify…

math-ph2023

A critical survey of twisted spectral triples beyond the Standard Model

Manuele Filaci, Pierre Martinetti

We review the applications of twisted spectral triples to the Standard Model. The initial motivation was to generate a scalar field, required to stabilise the electroweak vacuum an…

math-ph2021★ 3 cited

Minimal twist of almost commutative geometries

Manuele Filaci, Pierre Martinetti

We classify the twists of almost commutative spectral triples that keep the Hilbert space and the Dirac operator untouched. The involved twisting operator is shown to be the produc…

math-ph2021★ 4 cited

Twisted Spectral Triples without the First-Order Condition

Pierre Martinetti, Jacopo Zanchettin

We extend twisted inner fluctuations to twisted spectral triples that do not meet the twisted first-order condition, following what has been done in [6] for the non-twisted case. W…

math-ph2020

Real Part of Twisted-by-Grading Spectral Triples

Manuele Filaci, Pierre Martinetti

After a brief review on the applications of twisted spectral triples to physics, we adapt to the twisted case the notion of real part of a spectral triple. In particular, when one…