Lynn Scow

Lynn C. Scow

Lynn Scow
office: 1037 Evans
email: "first name" @math.berkeley.edu

I am a sixth-year Ph.D. student in the U.C. Berkeley Math Department studying model theory under Thomas Scanlon.

Job application: I plan to graduate in May 2010 and am currently on the market for research postdoctoral positions. Here is my CV.

Research: I am interested in classification theory for unstable theories. My research so far has focused on Ramsey-type theorems, graphs and the Independence Property.

Research Papers:
Characterization of NIP theories by random ordered graph-indiscernibles, in preparation
Reduction theorem for generalized indiscernibles in stable theories, in preparation

Expository Papers:
An exposition of the argument for fbtis in "On $\lhd^*$-Maximality"

Talks:
Generalized Indiscernible Sequences in Stable and NIP Theories, Maryland/Wesleyan/UIC 2009
Some Model Theoretic Uses of Ramsey Theorems, Rutgers 2009

Organizations:
I am a founding member and current president of the student group Unbounded Representation which works to promote different kinds of diversity in the Math department at Berkeley.
I also do work for Noetherian Ring, a group that focuses on women in Math.

Previous Teaching:
In Summer 2009 I taught Math 16B Lec 002.
In Spring 2009 I was a TA for Professor Ratner's Math 1B.
In Fall 2008 I was a TA for Professor Harrison's Math 16B
In Fall 2007 I was a TA for Professor Zworski's Math 1B Lec 002
In Summer 2007 I was the instructor for Math 1A Lec 001.

Other things:
Here is my qual syllabus.