Curved Noncommutative Tori as Leibniz Quantum Compact Metric Space
Leibniz quantum compact metric spaces
We prove that curved noncommutative tori are Leibniz quantum compact metric spaces and that they form a continuous family over the group of invertible matrices with entries in the commutant of the quantum tori in the regular representation, when this group is endowed with a natural length function.
Latrémolière, F. (2015). Curved Noncommutative Tori as Leibniz Quantum Compact Metric Space, Mathematics Preprint Series. Retrieved from https://digitalcommons.du.edu/math_preprints/1/