** Erik Walsberg**
**
Until June 2015 I was a graduate student in the Logic group at UCLA working under Matthias
Aschenbrenner. Starting in September 2015 I will be a postdoc at the Hebrew Univerity of Jerusalemworking under Ehud Hrushovski, but I will actually be at Paris VI. **

My CV.

Interpreting the monadic second order theory of one successor in expansions of the real line,

(joint with Philipp Hieronymi).

On the topology of Metric Spaces Definable in o-minimal expansions of fields. (part of my thesis).

The Hausdorff dimension of metric spaces definable in o-minimal expansions of the real field,

(joint with Jana Maríková).

Tame Topology over Dp-minimal Structures (joint with Pierre Simon).

Isometric Embeddability of Snowflakes.

Dp-minimal Valued Fields (joint with Franziska Jahnke and Pierre Simon).

My thesis: Metric Geometry in a Tame Setting.

Slides from a Fall 2014 talk at WIU.

Poster from the Ravello 2013 conference containing a proof the Marker-Steinhorn Theorem.