A simple method proposed by Harriset al. using the techniques of transformation theory for the generation of the matrix elements of onehyphen;dimensional potential functions in a discrete, orthonormal basis is shown to be equivalent to Gaussian quadratures when the basis is constructed of orthogonal polynomials. The basisexplpar;inthgr;rpar;onlpar;minus;thinsp;pgr;, pgr;rpar;is also discussed.
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