A rigorous lower bound is derived for the ground-state energy of particles in spaces with minimal length and momentum uncertainties, with explicit results for oscillators under linear deformation approximation.
Maximal localization in the presence of minimal uncertainties in positions and in momenta
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Ground-state energy of a particle in a space with minimal length and minimal momentum
A rigorous lower bound is derived for the ground-state energy of particles in spaces with minimal length and momentum uncertainties, with explicit results for oscillators under linear deformation approximation.