Multi-Point Virtual Structure Constants and Mirror Computation of CP2-Model
This article is a brief summary of the results presented in the paper (Jinzenji, M., Shimizu, M.: Multi-point virtual structure constants and mirror computation of CP 2-model. Communications in Number Theory and Physics, 7(3), 411–468 (2013)) with the same title, which is a joint work with Dr. M. Shimizu.
KeywordsModulus Space Marked Point Intersection Number Rational Curf Operator Insertion
The author would like to thank the organizers of LT-10 for giving him the opportunity to participate in the nice workshop. He also would like to thank Prof. H. Iritani for discussions.
- 2.Barannikov, S.: Semi-infinite Hodge structures and mirror symmetry for projective spaces. (2000). arXiv:math/0010157Google Scholar
- 3.Ciocan-Fontanine, I., Kim, B.: Wall-crossing in genus zero quasimap theory and mirror maps. Preprint, (2013). arXiv:1304.7056Google Scholar
- 4.Coates, T., Corti, A., Iritani, H., Tseng, H.-H.: A Mirror Theorem for Toric Stacks. Preprint, (2013). arXiv:1310.4163Google Scholar