An Integro-Differential Equation Approach to Few- and Many Body Systems
- 1 January 1987
- book chapter
- Published by Springer Nature
Abstract
No abstract availableKeywords
This publication has 10 references indexed in Scilit:
- An integro-differential equation approach to the many-body problemPhysics Letters B, 1986
- A bridge between hyperspherical and integro-differential approaches to the many-body bound statesFew-Body Systems, 1986
- A new variational wave function for interacting few-body systemsLettere al Nuovo Cimento (1971-1985), 1984
- Solution of the Schrödinger equation with two-body correlations includedPhysics Letters B, 1984
- Coupled adiabatic approximation in the three-body problemPhysical Review C, 1982
- On four-particle system ground state with hyperspherical methodsThe European Physical Journal A, 1981
- Variational calculations on a simple triton model using a complete hyperspherical function basisAnnals of Physics, 1971
- A smooth realistic local nucleon-nucleon force suitable for nuclear Hartree-Fock calculationsPhysics Letters B, 1970
- Investigation of Nuclear Three- and Four-Body Systems with Soft-Core Nucleon-Nucleon PotentialsPhysical Review B, 1968
- A nucleon-nucleon soft core central potentialThe European Physical Journal A, 1966