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by Kenneth Fox and Burton J. Krohn, Los Alamos Scientific Laboratory, University of California, Los Alamos, New Mexico 87545

This program computes numerical values of expansion coefficients for symmetry-adapted functions (cubic harmonics) for spherical-top molecules, in (finite) basis sets of angular momentum eigenfunctions. The algorithm incorporates the algebra of group-theoretical idempotent projection operators and nilpotent transfer operators, and the decomposition of real symmetric idempotent matrices by means of Cholesky factorization.

FORTRAN IV (CDC 6000/7000 series) Lines of Code: 1616 Recommended Citation: K. Fox and B. J. Krohn, QCPE 11, 347 (1978).