Resonance states of Ps- using correlated wave functions
Abstract We have investigated the F e 1 , 3 resonance states of positronium negative ion below the N = 3 , 4 and 5 Ps thresholds using highly correlated exponential wave functions. Resonance parameters (positions and widths) are extracted employing both the stabilization method and the complex-coordinate rotation method. In addition to many Feshbach resonances below the various Ps thresholds, we have identified two F e 1 shape resonances with one each lying above the N = 3 and N = 5 thresholds, respectively. We have also identified three F e 3 shape resonances with one lying above the N = 3 threshold and two lying above N = 4 threshold. The F e 1 , 3 shape resonances associated with N = 3 Ps threshold and some other Feshbach resonances are reported for the first time in the literature.
The 1,3D○ resonance states of
positronium negative ion using exponential correlated wave functions
AbstractThe doubly excited 1,3D○ resonance states of Ps- associated
with N=3, N=4 and N=5 Ps thresholds have been investigated using highly
accurate correlated wave functions with exponents generated by a quasirandom
process. Resonance parameters (both resonance positions and widths) are
extracted in the framework of the stabilization method and the complex
coordinate rotation method. In addition to many Feshbach resonances below
the various Ps thresholds, we have identified two 1
D○ shape
resonances with one each lying above the N=3 and N=4 thresholds, respectively,
and two 3
D○ shape resonances with one each lying above the N=3 and
N=5 thresholds, respectively. The 1
D○ shape resonance associated
with N=3 Ps threshold and some other Feshbach resonances are reported for the
first time in the literature.

Dilatation transformation and the stark—zeeman effect
Abstract We discuss the extension of the dilatation transformation to the Zeeman and the Stark—Zeeman problems and we apply the method to the study of the level shifts and ionization width of the H atom in intense crossed electric and magnetic fields.