Agostini, D.Çelik, T. Ö.Eken, DemirAnni, SamueleKaremaker, ValentijnGarcía, Elisa Lorenzo2023-02-142023-02-142021-08-21978-147046794-40271-4132http://hdl.handle.net/11693/111246Conference Name:18th International Conference on Arithmetic, Geometry, Cryptography, and Coding Theory, AGC2T 2021Date of Conference: May 31– June 4, 2021We approach the Torelli problem of recostructing a curve from its Jacobian from a computational point of view. Following Dubrovin, we design a machinery to solve this problem effectively, which builds on methods in numerical algebraic geometry. We verify this methods via numerical experiments with curves up to genus 7.EnglishConference Paper10.1090/conm/779/156671098-3627