Explore a 22-minute conference talk delving into asymptotic lower bounds for number fields generated by plane curves. Join Michael Allen from Louisiana State University as he presents his research findings at the Fields Institute as part of the Spec(Q¯(2πi)) conference. Gain insights into this specialized area of number theory and algebraic geometry, examining the intricate relationships between plane curves and the number fields they generate. Discover the latest developments in establishing lower bounds and their implications for understanding the structure of these mathematical objects.
Asymptotic Lower Bounds for Number Fields Generated by Plane Curves
Overview
Syllabus
Asymptotic lower bounds for number fields generated by plane curves
Taught by
Fields Institute
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