Lowest dimensional spectral triples with twisted reality condition over the function algebra on two points are discussed. The gauge perturbations (fluctuations), chiral gauge perturbations, conformal rescalings, and permutation of the two points are presented
Motivated by examples obtained from conformal deformations of spectral triples and a spectral triple...
We present the importance of the pseudo-Riemannian structure in the spectral triple formalism that i...
Motivated by examples obtained from conformal deformations of spectral triples and a spectral triple...
We study the twisted reality condition of Math. Phys. Anal. Geom. 19 (2016),no. 3, Art. 16, for spec...
We study the twisted reality condition of Brzeziński et al. (Math Phys Anal Geom 19(3):11, 2016), fo...
We study the twisted reality condition of Brzeziński et al. (Math Phys Anal Geom 19(3):11, 2016), fo...
It is extended to twisted spectral triples the fluctuations of the metric as bounded perturbations o...
It is extended to twisted spectral triples the fluctuations of the metric as bounded perturbations o...
An interesting feature of the finite-dimensional real spectral triple (A,H,D,J) of the Standard Mode...
An interesting feature of the finite-dimensional real spectral triple (A,H,D,J) of the Standard Mode...
After a brief review on the applications of twisted spectral triples to physics, we adapt to the twi...
The structure theory of finite real spectral triples developed by Krajewski and by Paschke and Sitar...
The structure theory of finite real spectral triples developed by Krajewski and by Paschke and Sitar...
The structure theory of finite real spectral triples developed by Krajewski and by Paschke and Sitar...
With the bare essentials of noncommutative geometry (defined by a spectral triple), we first describ...
Motivated by examples obtained from conformal deformations of spectral triples and a spectral triple...
We present the importance of the pseudo-Riemannian structure in the spectral triple formalism that i...
Motivated by examples obtained from conformal deformations of spectral triples and a spectral triple...
We study the twisted reality condition of Math. Phys. Anal. Geom. 19 (2016),no. 3, Art. 16, for spec...
We study the twisted reality condition of Brzeziński et al. (Math Phys Anal Geom 19(3):11, 2016), fo...
We study the twisted reality condition of Brzeziński et al. (Math Phys Anal Geom 19(3):11, 2016), fo...
It is extended to twisted spectral triples the fluctuations of the metric as bounded perturbations o...
It is extended to twisted spectral triples the fluctuations of the metric as bounded perturbations o...
An interesting feature of the finite-dimensional real spectral triple (A,H,D,J) of the Standard Mode...
An interesting feature of the finite-dimensional real spectral triple (A,H,D,J) of the Standard Mode...
After a brief review on the applications of twisted spectral triples to physics, we adapt to the twi...
The structure theory of finite real spectral triples developed by Krajewski and by Paschke and Sitar...
The structure theory of finite real spectral triples developed by Krajewski and by Paschke and Sitar...
The structure theory of finite real spectral triples developed by Krajewski and by Paschke and Sitar...
With the bare essentials of noncommutative geometry (defined by a spectral triple), we first describ...
Motivated by examples obtained from conformal deformations of spectral triples and a spectral triple...
We present the importance of the pseudo-Riemannian structure in the spectral triple formalism that i...
Motivated by examples obtained from conformal deformations of spectral triples and a spectral triple...
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