Resumen:
Let X be a smooth complex projective curve, and let x∈Xx∈X be a point. We compute the automorphism group of the moduli space of framed vector bundles on X of rank r≥2r≥2 with a framing over x. It is shown that this automorphism group is generated by the following three: (1) pullbacks using automorphisms of the curve X that fix the marked point x, (2) tensorization with certain line bundles over X and (3) the action of PGLr(C)PGLr(C) through composition with the framing.
Índice de impacto JCR-JIF y cuartil WoS: 0,516 - Q4 (2021); 0,500 - Q3 (2025)
Referencia DOI:
https://doi.org/10.1007/s10711-020-00541-7
Publicado en papel: Abril 2021.
Publicado on-line: Mayo 2020.
Cita:
D. Alfaya, I. Biswas, "Automorphism group of a moduli space of framed bundles over a curve", Geometriae Dedicata, Vol. 211, nº. 1, pp. 71 - 104, Abril 2021. [Online: Mayo 2020] doi: 10.1007/s10711-020-00541-7
