Sergey Galkin and Hiroshi Iritani, Gamma conjecture via mirror symmetry, in preparation.S. Galkin and H. Iritani, Gamma conjecture via mirror symmetry, arXiv: 1508.00719.Sergey Galkin and Hiroshi Iritani, Gamma conjecture via mirror symmetry, arXiv:1508.00719....
it assigns to a given spaceXitsmirror dualwith certain relations to the geometric data ofX. The 2d Mirror symmetry turned out to be very fruitful, first in attacking the problems in theoretical physics and enumerative geometry via Gromov–Witten theory; later it expanded...
As we mentioned in the introduction, the authors in [7] proposed that the non-perturbative free energy is closely related to the quantization of the mirror curve, and this conjecture is investigated in various examples. However, to the authors' knowledge, there is no evidence for the periodic...
Applying the canonical transformation (3.1) and removing the exponential factors at the beginning and end by conjugation, we obtain (up to an overall phase)14 the den- sity operator of the (second) mirror dual theory, which is a Up2N q theory with two anti- symmetric hypermultiplets of ...
However, instead of selecting one chiral model, two chirally symmetric copies of heterotic strings should be combined to be consistent with the requirements of mirror symmetry. That is, a 𝐷=26 left-moving bosonic string combined with a 𝐷=10 right-moving superstring provides the ordinary ...