Real Gromov-Witten Theory in All Genera and Real Enumerative Geometry: Computation

@article{Georgieva2015RealGT,
  title={Real Gromov-Witten Theory in All Genera and Real Enumerative Geometry: Computation},
  author={P. Georgieva and Aleksey Zinger},
  journal={arXiv: Symplectic Geometry},
  year={2015}
}
  • P. Georgieva, Aleksey Zinger
  • Published 2015
  • Mathematics, Physics
  • arXiv: Symplectic Geometry
  • The first part of this work constructs real positive-genus Gromov-Witten invariants of real-orientable symplectic manifolds of odd "complex" dimensions; the second part studies the orientations on the moduli spaces of real maps used in constructing these invariants. The present paper applies the results of the latter to obtain quantitative and qualitative conclusions about the invariants defined in the former. After describing large collections of real-orientable symplectic manifolds, we show… CONTINUE READING
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