An explicit Ricci potential for the Universal Moduli Space of Vector Bundles

Publication: ResearchWorking paper

In this paper we modify the coordinate construction in [5] on the universal moduli space of pair consisting of a Riemann Surfaces and a stable holomorphic bundles on the Riemann Surface, so as to produce a new set of coordinates, which are in fact Kähler coordinates on this universal moduli space. Further, we give a functional determinant formula for the Ricci potential of the universal moduli space.
Original languageEnglish
Number of pages17
StatePublished - 5 Sep 2016

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ID: 107279965