Motivated by examples obtained from conformal deformations of spectral triples and a spectral triple construction on quantum cones, we propose a new twisted reality condition for the Dirac operator
The classical Dirac operator is a conformally invariant first order differential operator mapping sp...
We explore a simple N=2 supersymmetric quantum mechanics (SQM) model describing the motion over comp...
Odd-dimensional Riemannian spaces that are non-orientable, but have a pin structure, require the con...
Motivated by examples obtained from conformal deformations of spectral triples and a spectral triple...
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...
We study the twisted reality condition of Math. Phys. Anal. Geom. 19 (2016),no. 3, Art. 16, for spec...
Lowest dimensional spectral triples with twisted reality condition over the function algebra on two ...
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...
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...
For the q-deformation Gq, 0 < q < 1, of any simply connected simple compact Lie group G we construct...
We study the notion of a Dirac operator in the framework of twist-deformed noncommutative geometry. ...
We study the notion of a Dirac operator in the framework of twist-deformed noncommutative geometry. ...
The classical Dirac operator is a conformally invariant first order differential operator mapping sp...
We explore a simple N=2 supersymmetric quantum mechanics (SQM) model describing the motion over comp...
Odd-dimensional Riemannian spaces that are non-orientable, but have a pin structure, require the con...
Motivated by examples obtained from conformal deformations of spectral triples and a spectral triple...
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...
We study the twisted reality condition of Math. Phys. Anal. Geom. 19 (2016),no. 3, Art. 16, for spec...
Lowest dimensional spectral triples with twisted reality condition over the function algebra on two ...
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...
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...
For the q-deformation Gq, 0 < q < 1, of any simply connected simple compact Lie group G we construct...
We study the notion of a Dirac operator in the framework of twist-deformed noncommutative geometry. ...
We study the notion of a Dirac operator in the framework of twist-deformed noncommutative geometry. ...
The classical Dirac operator is a conformally invariant first order differential operator mapping sp...
We explore a simple N=2 supersymmetric quantum mechanics (SQM) model describing the motion over comp...
Odd-dimensional Riemannian spaces that are non-orientable, but have a pin structure, require the con...
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