4 citations · 7 across the 3 of their papers we have counts for
3 papers
alg-geom1993
The Variety of Positive Superdivisors of a Supercurve (Supervortices)
J. A. Dominguez Perez, D. Hernandez Ruiperez, C. Sancho de Salas
The supersymmetric product of a supercurve is constructed with the aid of a theorem of algebraic invariants and the notion of positive relative superdivisor (supervortex) is introd…
hep-th1992★ 3 cited
Line Bundles Over Families of (SUPER) Riemann Surfaces. II: The Graded Case
U. Bruzzo, J. A. Dominguez Perez
A relative Picard theory in the context of graded manifolds is introduced. A Berezinian calculus and a theory of connections over SUSY-curves are systematically developed, and used…
hep-th1992★ 4 cited
Line Bundles Over Families of (SUPER) Riemann Surfaces. I: The Non-Graded Case
U. Bruzzo, J. A. Dominguez Perez
A first step towards a systematic theory of relative line bundles over SUSY-curves is presented. In this paper we deal with the case of relative line bundles over families of ordin…