Table of Contents
Table of Contents
1. Introduction
2. Natural modes and quantum scattering by a potential
3. Riemann surface approach to bound and resonant states. Global method for all S-matrix poles analysis
4. Riemann surface approach to bound and resonant states for central rectangular potential
5. Riemann surface approach to bound and resonant states for central rectangular potential followed by a rectangular barrier
6. Riemann surface approach to bound and resonant states for central rectangular potential with Coulomb barrier
7. A particular case of exotic resonant states for a central potential with Coulomb barrier: the di-nuclear parent quasimolecular states
8. Riemann surface approach to bound and resonant states for the two-channel model with square potentials
9. Riemann surface approach to bound and resonant states for the 1D twin rectangular complex potentials. Subluminal and superluminal traversal times
10. Riemann surface approach to bound and resonant states for a nonlocal potential
11. Jump phenomenon induced by potential strength variation and the influence of exotic resonant states.
12. Local degeneracy for the exotic resonant states
13. Appendix A: Analytic manifold R<SUB>g</SUB> on which the function k(g) defined by the entire relation D(g,k)=0 is single-valued and analytic
Index