Abstract
The relation between the quantum -modules of a smooth variety and a toric bundle is studied here. We describe the relation completely when is a semi-ample complete intersection in a toric variety. In this case, we obtain all the relations in the small quantum cohomology ring of the bundle.
Citation
Artur Elezi. "TORIC FIBRATIONS AND MIRROR SYMMETRY." Albanian J. Math. 1 (4) 223 - 233, 2007. https://doi.org/10.51286/albjm/1197399886
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