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math.AG2023
Castling equivalence for logarithmic flat connections
Francis Bischoff
Let be a complex manifold containing a hypersurface and let denote the singular locus. We study the problem of extending a flat connection with logarithmic poles alon…
math.AG2023
The derived moduli stack of logarithmic flat connections
Francis Bischoff
We give an explicit finite-dimensional model for the derived moduli stack of flat connections on with logarithmic singularities along a weighted homogeneous Saito fr…
math.AG2022
Normal forms and moduli stacks for logarithmic flat connections
Francis Bischoff
We establish normal form theorems for a large class of singular flat connections on complex manifolds, including connections with logarithmic poles along weighted homogeneous Saito…