Pages that link to "Item:Q2872328"

The following pages link to The rigged Hilbert space approach to the Gamow states (Q2872328):

Displaying 18 items.

• The physical mechanism of formation of quantum mechanical Gamow states (Q812046) (← links)
• Decaying states and the rigged Hilbert space formulation of quantum mechanics (Q1079792) (← links)
• Construction of rigged Hilbert spaces to describe resonances and virtual states (Q1079793) (← links)
• Vector states for single an multiple-pole resonances (Q1381682) (← links)
• Resonances and the extension of dynamics to rigged Hilbert spaces (Q1381870) (← links)
• The rigged Hilbert space of the free Hamiltonian (Q1421646) (← links)
• The connection between the rigged Hilbert space and the complex scaling approaches for resonances. The Friedrichs model (Q1600478) (← links)
• Unitarity of quantum tunneling decay for an analytical exact non-Hermitian resonant-state approach (Q2223130) (← links)
• Coherent Gamow states for the hyperbolic Pöschl-Teller potential (Q2334349) (← links)
• A discussion on the properties of Gamow states (Q2342711) (← links)
• Inner products of energy eigenstates for a 1-D quantum barrier (Q2444067) (← links)
• Applications of rigged Hilbert spaces in quantum mechanics and signal processing (Q3185698) (← links)
• The arrow of time in open quantum systems and dynamical breaking of the resonance–anti-resonance symmetry (Q4589380) (← links)
• Irreversibility and the breaking of resonance-antiresonance symmetry (Q4644320) (← links)
• The rigged Hilbert space of the algebra of the one-dimensional rectangular barrier potential (Q4654596) (← links)
• Characteristic dynamics near two coalescing eigenvalues incorporating continuum threshold effects (Q5282834) (← links)
• The rigged Hilbert space approach to the Lippmann–Schwinger equation: Part I (Q5290706) (← links)
• On Hermitian and non-Hermitian flux conservation for quantum tunneling decay (Q6590108) (← links)