Isomorphisms of ordered valued fields
A real closed field with a convex valuation is a nice model-theoretic object. In this talk, I will look at some examples of such structures to get a sense of why they are nice. I will discuss two theorems which illustrate the analogues with algebraically closed valued fields, which lead us to a notion of domination by the residue field. This is joint work with Clifton Ealy and Jana Marikova.