The authors review new techniques developed to apply the variational method to the nuclear
matter problem. The variational wave function is taken to be (S Π i< j F ij) Φ; the correlation …

The independent-particle model explains many features of atomic nuclei and other fermion
systems. The low-energy states of nearly closed-shell systems can be interpreted as having …

Background Survivors of critical illness often have a prolonged and disabling form of cognitive
impairment that remains inadequately characterized. Methods We enrolled adults with …

Dense hyperonic matter (ρ ≈ 10 14−16 g cm 3 ) is studied with two approximations for the
baryon-baryon interaction based on the Reid soft-core nucleon-nucleon potential. The …

We review and analyze the available information on the nuclear-fusion cross sections that are
most important for solar energy generation and solar neutrino production. We provide best …

The energies of 3 H, 3 He, and 4 He ground states, the 3 2− and 1 2− scattering states of 5
He, the ground states of 6 He, 6 Li, and 6 Be, and the 3+ and 0+ excited states of 6 Li have …

We describe here a remarkable relationship studied by Givental between hypergeomet-ric
series and the quantum cohomology of hypersurfaces in projective space [Gl]. As the …

The variational method for calculating energy of quantum fluids, and its applications to the
Bose liquid He 4, Fermi neutron gas, and liquid He 3 are discussed. The correlation functions …

The theory of $\mathbb Q $-Cartier divisors on the space of $ n $-pointed, genus 0, stable
maps to projective space is considered. Generators and Picard numbers are computed. A …

… equations of state considered here are published elsewhere [Pandharipande and Smith
1975a, b]). The … central parts ofthe Reid potential (Pandharipande and … Pandharipande …