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SUMMARY:Homological Berglund-Hübsch mirror symmetry for curves - Matt Hab
 ermann (LSGNT)
DTSTART:20200117T160000Z
DTEND:20200117T170000Z
UID:TALK136117@talks.cam.ac.uk
CONTACT:Nils Prigge
DESCRIPTION:Homological mirror symmetry for hypersurface singularities is 
 a series of conjectures relating the study of hypersurface singularities i
 n symplectic and algebraic geometry. In particular\, given an n x n invert
 ible matrix with non-negative integer coefficients\, one can define a quas
 i-homogeneous polynomial. Berglund and Hübsch then suggested that this is
  mirror dual to the polynomial defined by the transpose of this matrix. In
  this talk I will introduce the requisite notions in order to state precis
 ely what this means\, and focus on the case of curves where many of the id
 eas can be effectively communicated by pictures. 
LOCATION:MR13
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