Stable bundles with torsion Chern classes on non-Kählerian elliptic surfaces
The author gives a description of the moduli space of stable vector bundles with torsion Chern classes on a non-Kählerian elliptic surface \(\pi : X \to B\) with generic fibre \(F\). The moduli space has an induced fibred structure with base \(\text{Pic}^0 (F)\) and the moduli space of stable parabolic bundles on \(B^{\text{orb}}\) as fibre.
scientific article; zbMATH DE number 824177