Wed September 10, 4:00 412 SEO<br>
Speaker: Dave Marker<br>
Title: Locally o-minimal theories<br>
Abstract:  We say an ordered structure M is locally o-minimal if for every definable subset X of M and every a in M there is an open neighborhood U of a such that X intersect U is a finite
union of points and intervals.   I will  give several examples of  locally o-minimal structures and discuss consequences in higher dimensions.
This is joint work with Charlie Steinhorn.