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The mirror dual of the cubic threefold

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Helge Ruddat (Mainz) - Seminar Algebraische Geometrie (SAG)Donnerstag

  • Seminar
When Apr 19, 2012
from 10:30 am to 11:30 am
Where Hörsaal MPI, Vivatsgasse 7
Contact Name Sachinidis
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We construct the mirror dual of the cubic threefold using a duality of Landau Ginzburg models that has been developed in a joint work with Mark Gross and Ludmil Katzarkov for the study of mirror duals of varieties of general type. We show that our five-dimensional model is equivalent to the three-dimensional ones from the literature and study its geometry in detail, verify a conjecture of Katzarkov, discuss the cohomology of the sheaf of vanishing cycles, homological mirror symmetry and Orlov's theorem.