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Goal: formulate gauge theories on noncommutative spaces Approach: study an example of a noncommutati...
The algebra of non-commutative differential geometry (NeG) on the discrete space M4 x Z N previously...
We construct a gauge theory on a noncommutative homogeneous Kähler manifold, where we employ the def...
In this review we present some of the fundamental mathematical structures which permit to define non...
Afriendly introduction to (part of) noncommutative differential geometry is given with emphasis on,...
This is a very brief report on the attempts to introduce the concepts of noncommutative geometry in ...
Nowadays, noncommutative geometry is a growing domain of mathematics, which can appear as a promisin...
It addresses the geometry underlying gauge gravitation theories, their higher-dimensional, supergaug...
Non-commutative geometry (NCG) is a mathematical discipline developed in the 1990s by Alain Connes. ...
In this paper we analyze two higher-derivative theories, the generalized electrodynamics and the Ale...
We provide a full analysis of ghost free higher derivative field theories with coupled degrees of fr...
We show that some higher derivative theories have a BRST symmetry. This symmetry is due to the highe...
We present a covariant canonical formalism for noncommutative (NC) gravity, and in general for NC ge...
We discuss in some generality aspects of noncommutative differential geometry associated with realit...
Considerare termini derivativi nella Lagrangiana di una teoria in generale ne peggiora le proprieta'...
Goal: formulate gauge theories on noncommutative spaces Approach: study an example of a noncommutati...
The algebra of non-commutative differential geometry (NeG) on the discrete space M4 x Z N previously...
We construct a gauge theory on a noncommutative homogeneous Kähler manifold, where we employ the def...
In this review we present some of the fundamental mathematical structures which permit to define non...
Afriendly introduction to (part of) noncommutative differential geometry is given with emphasis on,...
This is a very brief report on the attempts to introduce the concepts of noncommutative geometry in ...
Nowadays, noncommutative geometry is a growing domain of mathematics, which can appear as a promisin...
It addresses the geometry underlying gauge gravitation theories, their higher-dimensional, supergaug...
Non-commutative geometry (NCG) is a mathematical discipline developed in the 1990s by Alain Connes. ...
In this paper we analyze two higher-derivative theories, the generalized electrodynamics and the Ale...
We provide a full analysis of ghost free higher derivative field theories with coupled degrees of fr...
We show that some higher derivative theories have a BRST symmetry. This symmetry is due to the highe...
We present a covariant canonical formalism for noncommutative (NC) gravity, and in general for NC ge...
We discuss in some generality aspects of noncommutative differential geometry associated with realit...
Considerare termini derivativi nella Lagrangiana di una teoria in generale ne peggiora le proprieta'...
Goal: formulate gauge theories on noncommutative spaces Approach: study an example of a noncommutati...
The algebra of non-commutative differential geometry (NeG) on the discrete space M4 x Z N previously...
We construct a gauge theory on a noncommutative homogeneous Kähler manifold, where we employ the def...