@article{Coester1960a,
abstract = {We assume that the ground state wave functions of a closed shell nucleus is approximated by a Slater determinant in the restricted region of configuration space where all internucleon distances are larger than a certain "healing distance". The remainder of the wave function is given in terms of a series of cluster functions. The overlap integral between the correct wave functions and the Slater determinant is small and depends on the higher cluster functions in a complicated manner. Nevertheless we can show that the one- and two-body density matrices are well approximated by expressions involving only the single-particle wave functions and the two-body cluster functions. The Schr{\"{o}}dinger equation yields a coupled set of equations which determine the cluster functions as well as the single-particle wave functions. {\textcopyright} 1960.},
author = {Coester, F. and K{\"{u}}mmel, H.},
doi = {10.1016/0029-5582(60)90140-1},
issn = {00295582},
journal = {Nuclear Physics},
number = {C},
pages = {477--485},
title = {{Short-range correlations in nuclear wave functions}},
volume = {17},
year = {1960}
}

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