Explore recent advancements in the Shafarevich conjecture on holomorphic convexity of universal covers of quasi-projective varieties in this 52-minute seminar talk. Delve into a concise survey of contemporary research, with a primary focus on the nilpotent case and the contributions of Green-Griffiths-Katzarkov and Aguilar-Campana. Gain insights into the proof techniques employed and, if time allows, examine aspects of the reductive case. This IMSA Seminar, presented by Rodolfo Aguilar from the University of Miami, offers a deep dive into complex algebraic geometry and its modern developments.
Overview
Syllabus
Rodolfo Aguilar, University of Miami: Recent developments on the Shafarevich conjecture
Taught by
IMSA
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