Exact dynamical equations, which couple the operators for transitions between two-cluster partitions of N particles, are analyzed. It is shown that the equations become connected under minimal conditions after N-2 iterations. Cluster models are studied and their detailed structure is examined in the case of the four- and five-body problems.
Minimally connected N-body equations for transition operators
CATTAPAN, GIORGIO;
1980
Abstract
Exact dynamical equations, which couple the operators for transitions between two-cluster partitions of N particles, are analyzed. It is shown that the equations become connected under minimal conditions after N-2 iterations. Cluster models are studied and their detailed structure is examined in the case of the four- and five-body problems.
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