Pages that link to "Item:Q2872291"
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The following pages link to The quantum free particle on spherical and hyperbolic spaces: a curvature dependent approach. II (Q2872291):
Displaying 20 items.
- Geometry of electron wave functions in the case of a zero magnetic quantum number (Q461898) (← links)
- New scenarios for classical and quantum mechanical systems with position-dependent mass (Q892959) (← links)
- On the functions of two commuting Laplace-Beltrami operators in hyperbolic space (Q2018733) (← links)
- The curvature-induced gauge potential and the geometric momentum for a particle on a hypersphere (Q2050957) (← links)
- Behavior of a free quantum particle in the Poincaré upper half-plane geometry (Q2213383) (← links)
- On Hamiltonians with position-dependent mass from Kaluza-Klein compactifications (Q2406091) (← links)
- Curvature-dependent formalism, Schrödinger equation and energy levels for the harmonic oscillator on three-dimensional spherical and hyperbolic spaces (Q2899445) (← links)
- Quantization of a particle on a two-dimensional manifold of constant curvature (Q2928095) (← links)
- Quantum Kepler problem for spin 1/2 particle in spaces on constant curvature. I. Pauli theory (Q3008251) (← links)
- On Radial Schrödinger Equations in Curved Spaces and Their Spectra Through Nonlinear Constraints (Q4497785) (← links)
- $SU(2)$ -particle sigma model: momentum-space quantization of a particle on the sphere <i>S</i> <sup>3</sup> (Q5061314) (← links)
- An Enlarged Canonical Quantization Scheme and Quantization of a Free Particle on Two-Dimensional Sphere (Q5174620) (← links)
- Free particle and isotropic harmonic oscillator on a spheroidal surface: The Higgs-like approach (Q5234078) (← links)
- The quantum free particle on spherical and hyperbolic spaces: A curvature dependent approach (Q5266073) (← links)
- Motion on constant curvature spaces and quantization using noether symmetries (Q5347045) (← links)
- An exactly solvable three-dimensional nonlinear quantum oscillator (Q5410928) (← links)
- Two-parameter double-oscillator model of Mathews-Lakshmanan type: Series solutions and supersymmetric partners (Q5500746) (← links)
- Building a path-integral calculus: a covariant discretization approach (Q5873009) (← links)
- Superintegrability on the three-dimensional spaces with curvature. Oscillator-related and Kepler-related systems on the sphere S <sup>3</sup> and on the hyperbolic space H <sup>3</sup> (Q5877436) (← links)
- On the classical and quantum dynamics of a class of nonpolynomial oscillators (Q5877834) (← links)