Mirror Principle I

@inproceedings{Lian1997MirrorPI,
  title={Mirror Principle I},
  author={B. Lian and K. Liu and S. Yau},
  year={1997}
}
We propose and study the following Mirror Principle: certain sequences of multiplicative equivariant characteristic classes on stable map moduli spaces can be computed in terms of certain hypergeometric type classes. As applications, we compute the equivariant Euler classes of obstruction bundles induced by any concavex bundles including any direct sum of line bundles on P. This includes proving the formula of Candelas-de la Ossa-Green-Parkes for the instanton prepotential function for quintic… Expand
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