Abstract
The celebrated Mirror theorem states that the genus zero part of the model (quantum cohomology, rational curves counting) of the Fermat quintic threefold is equivalent to the model (complex deformation, variation of Hodge structure) of its mirror dual orbifold. In this article, we establish a mirror-dual statement. Namely, the model of the Fermat quintic threefold is shown to be equivalent to the model of its mirror, and hence establishes the mirror symmetry as a true duality.
Citation
Yuan-Pin Lee. Mark Shoemaker. "A mirror theorem for the mirror quintic." Geom. Topol. 18 (3) 1437 - 1483, 2014. https://doi.org/10.2140/gt.2014.18.1437
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