Degree Computation of the Prym Map of Triple Cyclic Coverings Over Genus 4 Curves

Explore the intricacies of algebraic geometry in this lecture on the degree computation of the Prym map for triple cyclic coverings over genus 4 curves. Delivered by Angela Ortega from Berlin Humboldt University, Germany, the talk delves into advanced mathematical concepts related to Prym varieties and their associated mappings. Gain insights into the complexities of algebraic curves, abelian varieties, and the specific challenges posed by genus 4 curves in this context. Suitable for graduate students and researchers in mathematics, the lecture offers a deep dive into current research in this specialized area of algebraic geometry.

Degree computation of the Prym map of triple cyclic coverings over genus 4 curves - part 1