Algebraic Number Theory and Elliptic Curves
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|Ghitza, Osserman; Massachusetts Institute of Technology|
|A semester-long seminar giving a rapid introduction to algebraic number theory and elliptic curves. Topics: Dedekind domains, rings of integers, scheme-theoretic curves, finite morphisms thereof, splitting and ramification, the Tchebotarov density theorem and class field theory, selected introductory topics from elliptic curve theory, complex multiplication, modular curves, and the solution to Gauss' class number 1 problem.|
|Resource Types:||Course Notes|
|Math Topics:||Algebraic Geometry, Number Theory|
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