The stability of a number of exotic systems consisting of N=5 unit charge particles is investigated using the stochastic variational method. Several interesting exotic molecules are found to be stable. The properties of the most intriguing systems consisting of two electrons and two positrons (e.g., e+PsH or Li+Ps2) are investigated in great detail
The stochastic variational method is used in conjunction with stabilization ideas to compute the low...
A theoretical investigation of positron/atom and positron/molecule complexes is conducted using stan...
peer reviewedThe positron, as the antiparticle of the electron, can form metastable states with atom...
The stability of Coulombic systems containing positrons are investigated by the stochastic variation...
The stochastic variational method is used to investigate the stability of the (m(+), e(-), e(+)) sys...
The structures of a number of exotic atoms with an attached positron or positronium atom are studied...
Calculations of the positron-Li system were performed using the stochastic variational method, yield...
Computational evidence is presented to support the conjecture that any system of four unit charges (...
The stability of compounds containing one or more positrons in addition to electrons and nuclei has ...
The stability of compounds containing one or more positrons in addition to electrons and nuclei has ...
We consider non-relativistic systems in quantum mechanics interacting through the Coulomb potential,...
The existence of stable ground states for the exotic species MgeC and NaPs was demonstrated by using...
Quantum Monte-Carlo methods are well suited to study the stability of few-body systems. Their capabi...
We consider non-relativistic systems in quantum mechanics interacting through the Coulomb potential,...
In this review we discuss the status of the research for the three-body positronium negative ion ($...
The stochastic variational method is used in conjunction with stabilization ideas to compute the low...
A theoretical investigation of positron/atom and positron/molecule complexes is conducted using stan...
peer reviewedThe positron, as the antiparticle of the electron, can form metastable states with atom...
The stability of Coulombic systems containing positrons are investigated by the stochastic variation...
The stochastic variational method is used to investigate the stability of the (m(+), e(-), e(+)) sys...
The structures of a number of exotic atoms with an attached positron or positronium atom are studied...
Calculations of the positron-Li system were performed using the stochastic variational method, yield...
Computational evidence is presented to support the conjecture that any system of four unit charges (...
The stability of compounds containing one or more positrons in addition to electrons and nuclei has ...
The stability of compounds containing one or more positrons in addition to electrons and nuclei has ...
We consider non-relativistic systems in quantum mechanics interacting through the Coulomb potential,...
The existence of stable ground states for the exotic species MgeC and NaPs was demonstrated by using...
Quantum Monte-Carlo methods are well suited to study the stability of few-body systems. Their capabi...
We consider non-relativistic systems in quantum mechanics interacting through the Coulomb potential,...
In this review we discuss the status of the research for the three-body positronium negative ion ($...
The stochastic variational method is used in conjunction with stabilization ideas to compute the low...
A theoretical investigation of positron/atom and positron/molecule complexes is conducted using stan...
peer reviewedThe positron, as the antiparticle of the electron, can form metastable states with atom...