Pages that link to "Item:Q5485777"
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The following pages link to SOLUTION FOR THE EIGENENERGIES OF SEXTIC ANHARMONIC OSCILLATOR POTENTIAL V(x)=A<sub>6</sub>x<sup>6</sup>+A<sub>4</sub>x<sup>4</sup>+A<sub>2</sub>x<sup>2</sup> (Q5485777):
Displaying 14 items.
- A novel approach to solve quasiexactly solvable Pauli equation (Q277947) (← links)
- An alternative approach to energy eigenvalue problems of anharmonic potentials (Q471639) (← links)
- Exact solution of Schrödinger equation for Pseudoharmonic potential (Q937628) (← links)
- Exact energy eigenvalues for the doubly anharmonic oscillator (Q1325689) (← links)
- Application of the asymptotic Taylor expansion method to bistable potentials (Q2248415) (← links)
- Comparative study of quantum anharmonic potentials (Q2425722) (← links)
- EIGENENERGIES FOR THE RAZAVY POTENTIAL V(x) = (ζ <font>cosh</font> 2x-M)<sup>2</sup> USING THE ASYMPTOTIC ITERATION METHOD (Q3499114) (← links)
- GENERAL EIGENVALUE PROBLEMS WITH UNBOUNDED POTENTIAL FROM BELOW (Q3648409) (← links)
- The anharmonic oscillator -d<sup>2</sup>/dx<sup>2</sup>+x<sup>2</sup>+b/x<sup>4</sup>+c/x<sup>6</sup>for extreme values of the anharmonicity constants (Q4008093) (← links)
- Development of the perturbation theory using polynomial solutions (Q4621247) (← links)
- Energy levels of one-dimensional anharmonic oscillator via neural networks (Q4632543) (← links)
- Exact solutions of the sextic oscillator from the bi-confluent Heun equation (Q4968288) (← links)
- Energy spectrum of a generalized Scarf potential using the asymptotic iteration method and the tridiagonal representation approach (Q5357530) (← links)
- Variational eigenfunctions for excited states inspired by supersymmetric quantum mechanics and the Gram–Schmidt process (Q6161389) (← links)
