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.
One-dimensional Coulomb-like problem in deformed space with minimal length
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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.