The paper constructs a surjective analytic morphism from the character variety of the analytic fundamental group of A onto the moduli space M_{0,r}(A) of semistable vector bundles with vanishing Chern classes that tropicalizes, providing a non-Archimedean uniformization.
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Semi-homogeneous vector bundles on abelian varieties: moduli spaces and their tropicalization
The paper constructs a surjective analytic morphism from the character variety of the analytic fundamental group of A onto the moduli space M_{0,r}(A) of semistable vector bundles with vanishing Chern classes that tropicalizes, providing a non-Archimedean uniformization.