There is no rigorous and universally accepted definition of the term quantum space. Without however, it is generally understood as certain deformations of classical objects associated with algebraic groups. We can illustrate ...

Theories of norm have been a cornerstone of particle physics during several decades, due to its great success in the description of phenomena physical, in the perturbative regime of the interaction force. But nevertheless, ...

We study differential operators and multiplication operators associated to the momentum operator P and position operator Q of the quantum mechanics on 1 dimension. These operators are studied on the intervals [a; b], [0; ...