From Frobenius structures to constant holomorphic curvature metrics

Eduard Looijenga (Universiteit Utrecht)

Tuesday 4th December, 2012 15:00-16:00 Maths 325


We show how a Frobenius structure on a C^*-bundle over a complex manifold M may give rise to a one parameter family of holomorphic curvature metrics on M. We illustrate with examples that for certain values of the parameter, M then acquires an algebro-geometric interpretation as a moduli space.

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