Author:
Landesman Aaron,Litt Daniel
Abstract
AbstractWe give algebraic and geometric perspectives on our prior results toward the Putman–Wieland conjecture. This leads to interesting new constructions of families of “origami” curves whose Jacobians have high-dimensional isotrivial isogeny factors. We also explain how a hyperelliptic analogue of the Putman–Wieland conjecture fails, following work of Marković.
Funder
Massachusetts Institute of Technology
Publisher
Springer Science and Business Media LLC
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