Noncommutative Geometry of the Quantum Physical Spacetime and Intuitive Quantum Physics
I will share perspectives and results from our years of effort on understanding quantum/noncommutative spacetime and quantum physics. The first key element is a group theoretical formulation of all aspects of the dynamical theories and their mutual connections,
from (quantum) relativity symmetries. The latter includes candidates with full noncommutative position and momentum variables. A duality between the observable algebra and the phase space, for the theory at each level, is explored with the introduction of the new conceptual notion of noncommutative values for the quantum observables that gives an intuitive physical picture. For example, standard quantum mechanics is to be seen as (point) particle dynamics on the quantum physical space which resolves the Einstein-Bohr debate in a way Einstein would properly be happy with
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Coming Soon!