4 citations · 5 across the 3 of their papers we have counts for
4 papers
The locus of the representation of logarithmic connections by Fuchsian equations
Péter Ivanics
The generic element of the moduli space of logarithmic connections with parabolic points on holomorphic vector bundle over the Riemann sphere can be represented by a Fuchsian equat…
Hitchin Fibrations on Two-Dimensional Moduli Spaces of Irregular Higgs Bundles with One Singular Fiber
Péter Ivanics, András I. Stipsicz, Szilárd Szabó
We analyze and completely describe the four cases when the Hitchin fibration on a -dimensional moduli space of irregular Higgs bundles over has a single singul…
Hitchin fibrations on moduli of irregular Higgs bundles and motivic wall-crossing
Péter Ivanics, András I. Stipsicz, Szilárd Szabó
In this paper we give a complete description of the Hitchin fibration on all 2-dimensional moduli spaces of rank 2 irregular Higgs bundles with two poles on the projective line. We…
Two-dimensional moduli spaces of irregular Higgs bundles
Péter Ivanics, András I. Stipsicz, Szilárd Szabó
We give a complete description of the two-dimensional moduli spaces of stable Higgs bundles of rank 2 over complex projective line with one irregular singular point, having a regul…