Let s and
m(≥
s+2)be two natural numbers, and
Xs,m be the space of m-point sets in the (
s - l)-dimensional complex projective space. We give algorithms to find the Poincaré functions of the space
Xs,m.equipped with the natural projective structure, and determine them for small
s amd
m. The results for (
s, m) = (3, 7), (3, 8), (3, 9), (4, 8) are new.
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