2 citations · 2 across the 4 of their papers we have counts for
5 papers
Abelianization of the Hitchin connection at level four
Thomas Baier, Michele Bolognesi, Johan Martens +1
We prove that the Hitchin connection for at level four can be understood in terms of the Mumford-Welters connections on bundles of abelian theta functions for…
Hecke transformation for orthogonal bundles over curves
Christian Pauly, Hacen Zelaci
Given an orthogonal bundle over a smooth projective curve we define a Hecke transformation in the moduli space of orthogonal bundles by performing an elementary transformat…
The Prym-Hitchin Connection and Anti-Invariant Level-Rank Duality
Thomas Baier, Michele Bolognesi, Johan Martens +1
We construct a "Hitchin-type" connection on bundles of non-abelian theta functions on higher-rank Prym varieties, for unramified double covers of curves. We formulate a version of…
A duality for Spin Verlinde spaces and Prym theta functions
C. Pauly, S. Ramanan
We prove canonical isomorphisms between Spin Verlinde spaces, i.e, spaces of global sections of a determinant line bundle over the moduli space of semistable Spin-bundles over a sm…
Some properties of second order theta functions on Prym varieties
E. Izadi, C. Pauly
Let be the two component Prym variety associated to an étale double cover of a non-hyperelliptic curve of genus and let and $|2Ξ_0…