Pages that link to "Item:Q3994212"

The following pages link to The eigenvalues of the Schrodinger equation for spherically symmetric states for various types of potentials in two, three and N dimensions, by using perturbative and non-perturbative methods (Q3994212):

Displaying 14 items.

• Unitary transformations of a family of two-dimensional anharmonic oscillators (Q298093) (← links)
• Two-sided eigenvalue bounds for the spherically symmetric states of the Schrödinger equation (Q1298516) (← links)
• Application of the quantum mechanical hyperviral theorems to even-power series potentials (Q1380917) (← links)
• Exact energy eigenvalues for spherically symmetrical three-dimensional potential (Q1409704) (← links)
• Some inner product techniques for computing eigenvalues for three-dimensional anharmonic oscillators with quartic and sextic perturbations (Q1917831) (← links)
• Energy levels for a double-well potential in three-dimensional system using Hill determinant approach (Q1919414) (← links)
• Perturbation theory by the moment method and point-group symmetry (Q2353555) (← links)
• Calculation of low-lying energy levels in quantum mechanics (Q2925160) (← links)
• The Schrödinger equation for a spherical two-particle system in<i>r</i>₁,<i>r</i>₂,<i>r</i>₁₂variables (Q3509621) (← links)
• The energy levels of the Schrodinger equation for various types of potentials using a renormalized method (Q3982801) (← links)
• Eigenenergies of the r²+ lambda r²/(1+gr²) and 1/2(r²)-or+gr⁴/(1+g alpha r²) potentials obtained by the hypervirial method (Q3994276) (← links)
• Quantum theory of anharmonic oscillator: Energy levels of a three-dimensional oscillator with quartic anisotropic perturbation (Q4276748) (← links)
• Energy levels of two-dimensional anharmonic oscillators with sextic and octic perturbations (Q4697244) (← links)
• Energy levels of double-well potentials in a three-dimensional system (Q4837343) (← links)