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Title: Extended r-spin theory and the mirror symmetry for the A-singularity
 
Abstract: The Landau-Ginzburg mirror symmetry for the A-singularity says 
that the associated Saito Frobenius manifold is isomorphic, after a 
certain change of coordinates, called the mirror map, to the Frobenius 
manifold structure controlling the intersection theory on the moduli 
space of r-spin curves. In the talk, I will show that the mirror map, 
described traditionally in terms of the singularity theory, also has an 
elegant description in terms of the geometry of the moduli space of 
r-spin curves.
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