Pages that link to "Item:Q4916893"
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The following pages link to Orthogonal polynomial projection quantization: a new Hill determinant method (Q4916893):
Displaying 11 items.
- Critical parameters for non-Hermitian Hamiltonians (Q297691) (← links)
- Non-Hermitian oscillators with \(T_d\) symmetry (Q307138) (← links)
- Is space-time symmetry a suitable generalization of parity-time symmetry? (Q309394) (← links)
- Three PT-symmetric Hamiltonians with completely different spectra (Q528274) (← links)
- Non-Hermitian Hamiltonians with unitary and antiunitary symmetries (Q530542) (← links)
- Pointwise reconstruction of wave functions from their moments through weighted polynomial expansions: an alternative global-local quantization procedure (Q901460) (← links)
- Global-local algebraic quantization of a two-dimensional non-Hermitian potential (Q905183) (← links)
- The Hill determinant method revisited (Q1714104) (← links)
- A moments' analysis of quasi-exactly solvable systems: a new perspective on the sextic potential \(gx^6+bx^4+mx^2 +\frac{\beta}{x^2}\) (Q2874762) (← links)
- New Perspective on Inner Product Quantization (Q4492555) (← links)
- Parity-time symmetry broken by point-group symmetry (Q5171318) (← links)
