Pages that link to "Item:Q3544497"
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The following pages link to Coulomb potential in one dimension with minimal length: A path integral approach (Q3544497):
Displaying 8 items.
- Cornell potential in generalized uncertainty principle formalism: the case of Schrödinger equation (Q293504) (← links)
- Quantum scattering in one-dimensional systems satisfying the minimal length uncertainty relation (Q1689648) (← links)
- Klein paradox for the bosonic equation in the presence of minimal length (Q2352985) (← links)
- Exactly solvable problems in the momentum space with a minimum uncertainty in position (Q2804964) (← links)
- Path integral for Dirac oscillator with generalized uncertainty principle (Q2872455) (← links)
- New aspects of the path integrational treatment of the Coulomb potential (Q3034584) (← links)
- On the Coulomb potential in one dimension (Q4229786) (← links)
- A generalized bosonic oscillator in the presence of a minimal length (Q5246631) (← links)
