Add to ORKGWe investigate a framework for coverings of noncommutative spaces. Furthermore, we study noncommutative coverings of irrational quantum tori and characterize all such coverings that are connected in a reasonable sense
AbstractA quantum space is a set provided with a family of open subsets, stable under arbitrary unio...
Examples of noncommutative self-coverings are described, and spectral triples on the base space are ...
This work is a short review on recent results about the Hopf algebraic approach to noncommutative di...
We investigate a framework for coverings of noncommutative spaces. Furthermore, we study noncommutat...
In noncommutative geometry, one studies abstract spaces through their, possibly noncommutative, alge...
Quantum Euclidean spaces are noncommutative deformations of Euclidean spaces. They are prototypes of...
This is a review of concepts of noncommutative supergeometry - namely Hilbert superspace, C*-superal...
Various geometrical aspects of quantum spaces are presented showing the possibility of building phys...
We prove that noncommutative solenoids are limits, in the sense of the Gromov-Hausdorff propinquity,...
In the thesis, we initial first steps in understanding Quantum Mirror Symmetry and noncommutative co...
This book is aimed at presenting different methods and perspectives in the theory of Quantum Groups,...
This book is aimed at presenting different methods and perspectives in the theory of Quantum Groups,...
The main purpose of this paper is to provide a survey of di#erent notions of algebraic geometry, wh...
We prove that curved noncommutative tori are Leibniz quantum compact metric spaces and that they for...
summary:We define algebraic families of (all) morphisms which are purely algebraic analogs of quantu...
AbstractA quantum space is a set provided with a family of open subsets, stable under arbitrary unio...
Examples of noncommutative self-coverings are described, and spectral triples on the base space are ...
This work is a short review on recent results about the Hopf algebraic approach to noncommutative di...
We investigate a framework for coverings of noncommutative spaces. Furthermore, we study noncommutat...
In noncommutative geometry, one studies abstract spaces through their, possibly noncommutative, alge...
Quantum Euclidean spaces are noncommutative deformations of Euclidean spaces. They are prototypes of...
This is a review of concepts of noncommutative supergeometry - namely Hilbert superspace, C*-superal...
Various geometrical aspects of quantum spaces are presented showing the possibility of building phys...
We prove that noncommutative solenoids are limits, in the sense of the Gromov-Hausdorff propinquity,...
In the thesis, we initial first steps in understanding Quantum Mirror Symmetry and noncommutative co...
This book is aimed at presenting different methods and perspectives in the theory of Quantum Groups,...
This book is aimed at presenting different methods and perspectives in the theory of Quantum Groups,...
The main purpose of this paper is to provide a survey of di#erent notions of algebraic geometry, wh...
We prove that curved noncommutative tori are Leibniz quantum compact metric spaces and that they for...
summary:We define algebraic families of (all) morphisms which are purely algebraic analogs of quantu...
AbstractA quantum space is a set provided with a family of open subsets, stable under arbitrary unio...
Examples of noncommutative self-coverings are described, and spectral triples on the base space are ...
This work is a short review on recent results about the Hopf algebraic approach to noncommutative di...