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- W2003454441 abstract "Synopsis In a previous paper a cluster development of the k-particle distribution function, gk(rk), for a system of interacting fermions in the ground state represented by a Jastrow wave function was considered. It was written as g k ( r k ) = n k ∑ l = k ∞ b k . l ( r k ) (n particle density), where the bk,l(ruk) denote the cluster integrals. In this paper a reduction is carried out by means of the introduction of irreducible cluster functions and the use of certain combinatorial methods. The reduction. results in a development of gk(rk), in which the bk,l(rk) are replaced by simpler terms, which are sums of cluster integrals involving irreducible cluster functions only. The presentation includes a generalization to mixtures of fermions of different types." @default.
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- W2003454441 date "1958-01-01" @default.
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- W2003454441 title "Cluster developments for Jastrow wave functions II Introduction of irreducible cluster functions" @default.
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- W2003454441 doi "https://doi.org/10.1016/s0031-8914(58)80105-6" @default.
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