Pages that link to "Item:Q3469618"
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The following pages link to Anharmonic oscillator: Constructing the strong coupling expansions (Q3469618):
Displaying 19 items.
- Convergent series for lattice models with polynomial interactions (Q501697) (← links)
- Bound states and ``resonances'' in quantum anharmonic oscillators (Q997893) (← links)
- A high-precision study of anharmonic-oscillator spectra (Q1283695) (← links)
- Computer algebra and large scale perturbation theory (Q1612019) (← links)
- Quasi-exactly solvable cases of an \(N\)-dimensional symmetric decatic anharmonic oscillator. (Q1967017) (← links)
- Infinite lattice models by an expansion with a non-Gaussian initial approximation (Q2326285) (← links)
- Construction of \(\mathcal {PT}\)-asymmetric non-hermitian Hamiltonians with CPT symmetry (Q2463265) (← links)
- Convergence radii for eigenvalues of tri-diagonal matrices (Q2655355) (← links)
- Fast-convergent resummation algorithm and critical exponents of \(\phi^4\)-theory in three dimensions (Q2774645) (← links)
- The summation of the ordinary and renormalized perturbation series for the ground state energy of the quartic, sextic, and octic anharmonic oscillators using nonlinear sequence transformations (Q4201674) (← links)
- Large-order behaviour of the strong coupling perturbation expansion for anharmonic oscillators (Q4262541) (← links)
- r D oscillators with arbitrary D>0 and perturbation expansions with Sturmians (Q4379251) (← links)
- A connected-graph expansion of the anharmonic-oscillator propagator (Q4836583) (← links)
- Strong coupling perturbation expansions for anharmonic oscillators. Numerical results (Q4947708) (← links)
- Radial anharmonic oscillator: Perturbation theory, new semiclassical expansion, approximating eigenfunctions. II. Quartic and sextic anharmonicity cases (Q4992434) (← links)
- Radial anharmonic oscillator: Perturbation theory, new semiclassical expansion, approximating eigenfunctions. I. Generalities, cubic anharmonicity case (Q5010191) (← links)
- Convergent series for polynomial lattice models with complex actions (Q5235533) (← links)
- Anharmonic oscillator: a solution (Q5874047) (← links)
- Anharmonic oscillator: a playground to get insight into renormalization (Q6108094) (← links)
