3 papers
math.AG2026
Higher Gaussian maps on the hyperelliptic locus and second fundamental form
Dario Faro, Paola Frediani, Antonio Lacopo
In this paper we study higher even Gaussian maps of the canonical bundle on hyperelliptic curves and we determine their rank, giving explicit descriptions of their kernels. Then we…
math.AG2026
Gaussian maps on trigonal curves
Antonio Lacopo
In this paper we study higher even Gaussian maps of the canonical bundle for cyclic trigonal curves. More precisely, we study suitable restrictions of these maps determining a lowe…
math.AG2024
Higher Gaussian maps for special classes of curves
Dario Faro, Paola Frediani, Antonio Lacopo
In this paper we study higher Gaussian (or Wahl) maps for the canonical bundle of certain smooth projective curves. More precisely, we determine the rank of higher Gaussian maps of…