The studies of the electron-positron (e-p) interaction in condensed matter using the quantum Monte Carlo (QMC) simulations brought only fragmentary or incorrect results and have been suspended for a longer time. In the present work using the variational quantum Monte Carlo (VQMC) method correct and reasonable annihilation rates for a positron in an electron gas (EG) in a wide range of electron densities have been obtained. This has been achieved owing to an appropriate construction of the trial function which takes into account the 3-particle correlations (i.e. the dependence of the e-e interaction on the distance from the positron) and Friedel oscillations of the e-p correlation function. The annihilation rates have been found by “...
The stability of compounds containing one or more positrons in addition to electrons and nuclei has ...
Quantum Monte Carlo (QMC) is an accurate but computationally expensive technique for simulating the ...
Many different properties of the positron containing systems PsH, [Li,e(+)], LiPs, and [LiH,e(+)], w...
Earlier theoretical studies, as well as recent calculations of positron annihilation rates in metals...
Quantum Monte Carlo calculations of the relaxation energy, pair-correlation function, and annihilati...
An accurate method to compute the annihilation rate in positronic systems by means of quantum Monte ...
Funding Information: We acknowledge the generous computational resources provided by CSC (Finnish IT...
Variational and exact estimators for the positron-electron annihilation rate in bound states of syst...
In this paper we make a parallel between the swarm method in physics of ionized gases and modeling o...
The many-body system comprising a He nucleus, three electrons, and a positron has been studied using...
A simple approach, which utilizes existing results for the electron density around a fixed attractiv...
We present an analysis of positron lifetimes in solids with unprecedented depth. Instead of modeling...
Abstract. We have applied many-body theory methods to study the interaction of low-energy positrons ...
The electron-positron interaction greatly complicates the interpretation of positron annihilation da...
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 ...
Quantum Monte Carlo (QMC) is an accurate but computationally expensive technique for simulating the ...
Many different properties of the positron containing systems PsH, [Li,e(+)], LiPs, and [LiH,e(+)], w...
Earlier theoretical studies, as well as recent calculations of positron annihilation rates in metals...
Quantum Monte Carlo calculations of the relaxation energy, pair-correlation function, and annihilati...
An accurate method to compute the annihilation rate in positronic systems by means of quantum Monte ...
Funding Information: We acknowledge the generous computational resources provided by CSC (Finnish IT...
Variational and exact estimators for the positron-electron annihilation rate in bound states of syst...
In this paper we make a parallel between the swarm method in physics of ionized gases and modeling o...
The many-body system comprising a He nucleus, three electrons, and a positron has been studied using...
A simple approach, which utilizes existing results for the electron density around a fixed attractiv...
We present an analysis of positron lifetimes in solids with unprecedented depth. Instead of modeling...
Abstract. We have applied many-body theory methods to study the interaction of low-energy positrons ...
The electron-positron interaction greatly complicates the interpretation of positron annihilation da...
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 ...
Quantum Monte Carlo (QMC) is an accurate but computationally expensive technique for simulating the ...
Many different properties of the positron containing systems PsH, [Li,e(+)], LiPs, and [LiH,e(+)], w...