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A recursion for counts of real curves in CP^{2n-1}: another proof (1401.1750v2)
Published 8 Jan 2014 in math.AG and math.SG
Abstract: In a paper, we obtained a WDVV-type relation for real genus 0 Gromov-Witten invariants with conjugate pairs of insertions; it specializes to a complete recursion in the case of odd-dimensional projective spaces. This note provides another, more complex-geometric, proof of the latter. The main part of this approach readily extends to real symplectic manifolds with empty real locus, but not to the general case.