The equation of motion phonon method is adopted to investigate the dipole response in neutron rich nuclei. The calculation is carried out in a space spanned by oneand two-phonon basis states. It makes direct use of a nucleon-nucleon optimized chiral potential complemented with a density dependent term simulating a three-body force and is fully selfconsistent. The inclusion of the two-phonon states induces a pronounced fragmentation of both giant and pygmy resonances consistently with recent experiments
We report on the extension to odd nuclei of a microscopic multiphonon approach known as equation of ...
The formalism of an equation of motion phonon method is outlined. In even-even nuclei, the method de...
We explore giant resonance spectra and low-lying dipole strength in the Ni and Sn chains from proton...
The equation of motion phonon method is adopted to investigate the dipole response in neutron rich ...
The equation of motion phonon method is adopted to investigate the dipole response in neutron rich n...
A self-consistent calculation is performed within an equation of motion method to study the electric...
A self-consistent calculation is performed within an equation of motion method to study the electric...
The dipole response in neutron rich nuclei is investigated within self-consistent approaches which ...
The dipole response in neutron rich nuclei is investigated within self-consistent approaches which ...
A nucleon-nucleon chiral potential with a corrective density dependent term simulating a three-body ...
Background: The electric dipole strength detected around the particle threshold and commonly associ...
A nucleon-nucleon chiral potential with a corrective density dependent term simulating a three-body ...
Background: The electric dipole strength detected around the particle threshold and commonly associ...
An equation of motion method for solving the nuclear eigenvalue problem in a basis of microscopic mu...
An equation of motion method for solving the nuclear eigenvalue problem in a basis of microscopic mu...
We report on the extension to odd nuclei of a microscopic multiphonon approach known as equation of ...
The formalism of an equation of motion phonon method is outlined. In even-even nuclei, the method de...
We explore giant resonance spectra and low-lying dipole strength in the Ni and Sn chains from proton...
The equation of motion phonon method is adopted to investigate the dipole response in neutron rich ...
The equation of motion phonon method is adopted to investigate the dipole response in neutron rich n...
A self-consistent calculation is performed within an equation of motion method to study the electric...
A self-consistent calculation is performed within an equation of motion method to study the electric...
The dipole response in neutron rich nuclei is investigated within self-consistent approaches which ...
The dipole response in neutron rich nuclei is investigated within self-consistent approaches which ...
A nucleon-nucleon chiral potential with a corrective density dependent term simulating a three-body ...
Background: The electric dipole strength detected around the particle threshold and commonly associ...
A nucleon-nucleon chiral potential with a corrective density dependent term simulating a three-body ...
Background: The electric dipole strength detected around the particle threshold and commonly associ...
An equation of motion method for solving the nuclear eigenvalue problem in a basis of microscopic mu...
An equation of motion method for solving the nuclear eigenvalue problem in a basis of microscopic mu...
We report on the extension to odd nuclei of a microscopic multiphonon approach known as equation of ...
The formalism of an equation of motion phonon method is outlined. In even-even nuclei, the method de...
We explore giant resonance spectra and low-lying dipole strength in the Ni and Sn chains from proton...