A presentation for the Chow ring of M0,2(P1,2)
Abstract
We give a presentation for the Chow ring of the moduli space of degree two stable maps from two-pointed rational curves to P1. Also, integrals of of all degree four monomials in the hyperplane pullbacks and boundary divisors of this ring are computed using equivariant intersection theory. Finally, the presentation is used to give a new computation of the (previously known) values of the genus zero, degree two, two-pointed gravitational correlators of P1. This article is a sequel to math.AG/0501322, although the only information truly needed from that article is the Poincare polynomial of the moduli space under consideration.
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