22 citations · 48 across the 12 of their papers we have counts for
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math.AG2012★ 22 cited
Block-Göttsche invariants from wall-crossing
Sara Angela Filippini, Jacopo Stoppa
We show how some of the refined tropical counts of Block and Göttsche emerge from the wall-crossing formalism. This leads naturally to a definition of a class of putative q-deforme…
hep-th2012★ 2 cited
The E^3/Z3 orbifold, mirror symmetry, and Hodge structures of Calabi-Yau type
Sergio Luigi Cacciatori, Sara Angela Filippini
Starting from the Kähler moduli space of the rigid orbifold Z=E^3/\mathbb{Z}_3 one would expect for the cohomology of the generalized mirror to be a Hodge structure of Calabi-Yau t…