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Название: Recurrence Equations for the Computation of Correlations in the 1/r^2 Quantum Many-Body System
Автор: Forrester P.J.
Journal of Statistical Physics, Vol. 72, Nos. 1/2, 1993. p. 39-50.
In a previous paper the two-particle distribution function and one-particle density matrix for the quantum many-body system with the 1/r^2 pair potential have been expressed as limiting cases of Selberg correlation integrals. Recurrence equations are derived which allow rapid evaluation of these multidimensional integrals. The exact results for the two-particle distribution are compared with the harmonic approximation.