Tables of one-body CFP for group chains U(mn)containsU(m)xU(n) and U(mp+nq/mq+np)containsU(m/n)xU(p/q)

Tables of the one-body coefficients of fractional parentage are presented for the unitary group chain U(mn)containsU(m)xU(n) and the graded unitary group chain U(mp+nq(mq+np))containsU(m+n)XU(p/q) with arbitrary m, n, p and q for systems having up to six particles. These coefficients are computed by using a program based on the fact that they are the isoscalar factors for the permutation group chain S(f)containsS(f-1), and thus are m and n (or m, n, p and q) independent. The S(f)containsS(f-1) isoscalar factors are calculated by the eigenfunction method. Incidently, the program also provides an efficient way for constructing the Clebsch-Gordan coefficients of the permutation group. (orig.)