90 citations · 432 across the 43 of their papers we have counts for
5 papers · 1 filter
Branes through finite group actions
Sebastian Heller, Laura P. Schaposnik
Mid-dimensional and -branes in the moduli space of flat -connections appearing from finite group actions on compact Riemann surfaces are studied.…
Brauer group of moduli of Higgs bundles and connections
David Baraglia, Indranil Biswas, Laura P. Schaposnik
Given a compact Riemann surface and a semisimple affine algebraic group defined over , there are moduli spaces of Higgs bundles and of connections associated to…
On the geometry of regular icosahedral capsids containing disymmetrons
Kai-Siang Ang, Laura P. Schaposnik
Icosahedral virus capsids are composed of symmetrons, organized arrangements of capsomers. There are three types of symmetrons: disymmetrons, trisymmetrons, and pentasymmetrons, wh…
A geometric approach to orthogonal Higgs bundles
Laura P. Schaposnik
We give a geometric characterisation of the topological invariants associated to SO(m,m+1)-Higgs bundles through KO-theory and the Langlands correspondence between orthogonal and s…
Higgs bundles and applications
Laura P. Schaposnik
This short note gives an overview of how a few conjectures and theorems of the author and collaborators fit together. It was prepared for Oberwolfach's workshop Differentialgeometr…