Course topics

  1. Ordered fields: Hilbert’s 17 problem, orderings and preorderings, sums of squares, real closed fields, Artin-Schreier theory
  2. Infinite Galois theory: profinite groups, the Galois correspondence in the infinite case
  3. Introduction to Galois cohomology

Course Information

University course catalogue:
201.1.4321
Level:
Advanced Undergraduate
Credits:
2.0
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