One always looks for a simplified technique and desirable formalism, to solve the
Hamiltonian, and to find the wave function, energy, etc, of a many-body system. The lowest …

The nucleonic matter operator-dependent two-body correlation and distribution functions, for
different two-body potentials, eg the Av 18 and the Av 8′ interactions, are calculated, using …

The short-range correlation of the asymmetric nucleonic matter (ASM) is perused at finite
temperature in the lowest order constrained variational (LOCV) method. It is observed that …

The nucleonic matter problem is investigated by comparing the lowest order constrained
variational (LOCV) method with the Fermi hypernetted chain (FHNC) theory, emphasizing …

The density and momentum dependence of single-particle potential (SPP) and effective
mass of symmetric nuclear matter are studied in the framework of lowest order constrained …

The normal liquid helium 3 one-body momentum distribution, n (k), at zero and finite
temperature is evaluated by using the cluster expansion theory for the occupation probability …

The nucleon single‐particle energies (SPEs) of the selected nuclei, that is, 16O, 40Ca, and
56Ni, are obtained by using the diagonal matrix elements of two‐body effective interaction …

The present work evaluates the effect of gap in the density-dependent one-body momentum
distribution, n(k,ρ), at the Fermi surface on the calculation of the single-particle properties of …

The (extended) lowest order constrained variational ((E) LOCV) method was used to
calculate the ground state energy of liquid helium 3 (3He) droplets at zero temperature …

Constructing the density-dependent one-body momentum distribution (DDOBMD) functions
and the density-momentum dependent single particle potential (DMDSPP) from the …