The effect of three-body clusters on the binding energy of nuclear matter is studied. An attempt is made to treat all such clusters of the third order as self-energy diagrams and to include their effect into the single-particle energies, thereby improving the convergence of the Goldstone expansion considerably. For this purpose, an expression for off-diagonal reaction matrix elements is derived. One of the consequences of this procedure is that, to a good approximation, the contribution of all the third-order diagrams together is equal to that arising from just the even "l" states of the simplest of these diagrams. Many of the arguments and approximations used are based on the previous paper of this issue by Bethe et al
The effect and treatment fo the long-range part of nuclear forces in the theory of nuclear matter is...
We compute the energy per particle of infinite symmetric nuclear matter from chiral (NLO)-L-3 (next-...
It is shown that the method of lowest order contrained variational (LOCV) which is based on the clus...
It is shown that there are three-body clusters in all orders of the Goldstone expansion for the bind...
This work reviews some recent developments in the theory of nuclear matter. Assuming familiarity wit...
We derive coupled-cluster equations for three-body Hamiltonians. The equations for the one- and two-...
Background: Self-consistent Green’s function theory has recently been extended to the basic formalis...
Nuclear Hamiltonians constructed within chiral effective field theory provide an unprecedented oppor...
The problem of the short-range correlations in nuclei is studied in the framework of the unitary-mod...
Binding energies of three-body systems of the type \phi+2N are estimated. Due to the strong attracti...
An effective boson-mapping approach, known as the Composite Particle Represen-tation (CPR), has been...
The no-core shell-model approach has proven to be extremely useful for the theoretical determination...
An approach for explicit consideration of cluster effects in nuclear systems and accurate ab initio ...
The prediction of nuclear structure and reaction observables based on nuclear Hamil- tonians includi...
Nowadays quantum-mechanical three-cluster theory allows one to reliably calculate the processes of 2...
The effect and treatment fo the long-range part of nuclear forces in the theory of nuclear matter is...
We compute the energy per particle of infinite symmetric nuclear matter from chiral (NLO)-L-3 (next-...
It is shown that the method of lowest order contrained variational (LOCV) which is based on the clus...
It is shown that there are three-body clusters in all orders of the Goldstone expansion for the bind...
This work reviews some recent developments in the theory of nuclear matter. Assuming familiarity wit...
We derive coupled-cluster equations for three-body Hamiltonians. The equations for the one- and two-...
Background: Self-consistent Green’s function theory has recently been extended to the basic formalis...
Nuclear Hamiltonians constructed within chiral effective field theory provide an unprecedented oppor...
The problem of the short-range correlations in nuclei is studied in the framework of the unitary-mod...
Binding energies of three-body systems of the type \phi+2N are estimated. Due to the strong attracti...
An effective boson-mapping approach, known as the Composite Particle Represen-tation (CPR), has been...
The no-core shell-model approach has proven to be extremely useful for the theoretical determination...
An approach for explicit consideration of cluster effects in nuclear systems and accurate ab initio ...
The prediction of nuclear structure and reaction observables based on nuclear Hamil- tonians includi...
Nowadays quantum-mechanical three-cluster theory allows one to reliably calculate the processes of 2...
The effect and treatment fo the long-range part of nuclear forces in the theory of nuclear matter is...
We compute the energy per particle of infinite symmetric nuclear matter from chiral (NLO)-L-3 (next-...
It is shown that the method of lowest order contrained variational (LOCV) which is based on the clus...