13 citations · 20 across the 3 of their papers we have counts for
3 papers
hep-th2022★ 5 cited
BV quantization of dynamical fuzzy spectral triples
James Gaunt, Hans Nguyen, Alexander Schenkel
This paper provides a systematic study of gauge symmetries in the dynamical fuzzy spectral triple models for quantum gravity that have been proposed by Barrett and collaborators. W…
math.QA2019★ 13 cited
Finite spectral triples for the fuzzy torus
John W. Barrett, James Gaunt
Finite real spectral triples are defined to characterise the non-commutative geometry of a fuzzy torus. The geometries are the non-commutative analogues of flat tori with moduli de…
math.QA2018★ 2 cited
On the Relationship between Classical and Deformed Hopf Fibrations
Tomasz Brzeziński, James Gaunt, Alexander Schenkel
The -deformed Hopf fibration over the commutative -sphere is compared with its classical counterpart. It is shown that there exists a natural…