Presented By: Department of Mathematics
Student Arithmetic Seminar
How to construct abelian extensions
This talk will provide an overview of some famous methods of explicitly constructing field extensions with abelian galois groups. We will discuss the set ups in the cases of Q, imaginary quadratic fields, and p-adic fields, aiming to highlight the similarities and espouse a general principle of why they work. This talk should be accessible to anyone who knows what a Galois group is. Speaker(s): Andy Gordon (UM)
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