Minimal length via GUP makes the usual coherent state characterizations inequivalent for the harmonic oscillator, deforming phase-space trajectories and inducing intrinsic squeezing absent in standard quantum mechanics.
About Heisenberg Uncertainty Relation (by E.Schrodinger)
2 Pith papers cite this work. Polarity classification is still indexing.
2
Pith papers citing it
abstract
The original Schrodinger's paper is translated and annotated in honour of the 70-th anniversary of his Uncertainty Relation [published also in: Bulg. Journal of Physics,vol.26,no.5/6 (1999) pp.193-203]. In the annotation it is shown that the Uncertainty Relation can be written in a complete compact canonical form.
verdicts
UNVERDICTED 2representative citing papers
Presents theory for Pareto-optimal multi-objective wave tweezers that deliver maximal force/torque to single objects and exact bounds on incompatible objectives for multiple objects in scattering media.
citing papers explorer
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Coherent states in minimal-length Quantum Mechanics: inequivalent characterizations and emergent squeezing
Minimal length via GUP makes the usual coherent state characterizations inequivalent for the harmonic oscillator, deforming phase-space trajectories and inducing intrinsic squeezing absent in standard quantum mechanics.
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Multi-Objective Tweezers in Scattering Media
Presents theory for Pareto-optimal multi-objective wave tweezers that deliver maximal force/torque to single objects and exact bounds on incompatible objectives for multiple objects in scattering media.