Quantum Spacetime and Quantum Relativity
A special issue of Universe (ISSN 2218-1997).
Deadline for manuscript submissions: closed (31 July 2020) | Viewed by 238
Special Issue Editor
Interests: quantum relativity and quantum spacetime; foundation of quantum mechanics and noncommutative physics; symmetry theoretical formulation of dynamical theory; quantum gravity
Special Issues, Collections and Topics in MDPI journals
Special Issue Information
Dear Colleagues,
Quantum/noncommutative geometry is widely expected to be the geometric setting for the model of spacetime which is valid to the deep microscopic domain, for which the commutative/real number geometric models of classical physics would be approximations. Noncommutative geometry is mathematically the geometry behind a noncommutative C*-algebra, to be realized as an operator algebra. The observable algebra of quantum theory is naturally such a type of algebra, and hence, noncommutative geometry is essentially quantum geometry. Quantum relativity symmetry is the idea of relativity symmetry applied to quantum geometry. An approach to obtain such a quantum relativity from a classical one may be given by deformed special relativity. This Special Issue aims at promoting ideas and research on or closely related to the notion of quantum spacetime and quantum relativity.
Prof. Dr. Otto C. W. Kong
Guest Editor
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Keywords
- quantum spacetime
- quantum relativity
- deformed special relativity
- noncommutative geometry
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