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19942022
most citedOn the first order operators in bimodules

54 citations · 497 across the 36 of their papers we have counts for

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13 papers · 1 filter

math-ph2022

Lifting Bratteli Diagrams between Krajewski Diagrams: Spectral Triples, Spectral Actions, and algebras

Thierry Masson, Gaston Nieuviarts

In this paper, we present a framework to construct sequences of spectral triples on top of an inductive sequence defining an -algebra. One aim of this paper is to lift arrows o…

math-ph2021

Derivation-based Noncommutative Field Theories on algebras

Thierry Masson, Gaston Nieuviarts

In this paper, we start the investigation of a new natural approach to "unifying" noncommutative gauge field theories (NCGFT) based on approximately finite-dimensional () …

math-ph2019★ 9 cited

Cartan Connections and Atiyah Lie Algebroids

Jeremy Attard, Jordan François, Serge Lazzarini +1

This work extends previous developments carried out by some of the authors on Ehresmann connections on Atiyah Lie algebroids. In this paper, we study Cartan connections in a framew…

math-ph2015★ 12 cited

BRST structure for the mixed Weyl-diffeomorphism residual symmetry

Jordan François, Serge Lazzarini, Thierry Masson

In this paper, we show the compatibility of the so-called "dressing field method", which allows a systematic reduction of gauge symmetries, with the inclusion of diffeomorphisms in…

math-ph2015★ 15 cited

Residual Weyl symmetry out of conformal geometry and its BRS structure

Jordan François, Serge Lazzarini, Thierry Masson

The conformal structure of second order in -dimensions together with the so-called (normal) conformal Cartan connection, is considered as a framework for gauge theories. The dre…

math-ph2012★ 35 cited

Gauge invariant composite fields out of connections, with examples

Cédric Fournel, Jordan François, Serge Lazzarini +1

In this paper we put forward a systematic and unifying approach to construct gauge invariant composite fields out of connections. It relies on the existence in the theory of a grou…