Quantum Monte-Carlo methods are well suited to study the stability of few-body systems. Their capabilities are illustrated by studying the critical stability of the hydrogen molecular ion whose nuclei and electron interact through the Yukawa potential, and the stability of small helium clusters.
Bressanini, D., Morosi, G., Bertini, L., Mella, M. (2002). Stability of few-body systems and quantum Monte-Carlo methods. FEW-BODY SYSTEMS, 31(2-4), 199-204 [10.1007/s006010200021].
Stability of few-body systems and quantum Monte-Carlo methods
Bertini L.;
2002
Abstract
Quantum Monte-Carlo methods are well suited to study the stability of few-body systems. Their capabilities are illustrated by studying the critical stability of the hydrogen molecular ion whose nuclei and electron interact through the Yukawa potential, and the stability of small helium clusters.
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