Meg Doucette
Email: mdoucette (at) uchicago (dot) edu
Office: Math-Stat 012
About
I am currently a sixth year Ph.D. student at the University of Chicago under the supervision of Amie Wilkinson. My research is in smooth dynamics, with a focus on partially hyperbolic dynamics. I am particularly interested in using tools from geometry to study such systems. I am currently on the job market. My Research Statement can be found here. My CV can be found here.Publications
- "Smooth Models for Certain Fibered Partially Hyperbolic Systems", Ergodic Theory and Dynamical Systems. (2023). [arXiv] [DOI]
- "On a Very Steep Version of the Standard Map". With M. Arnold, T. Dauer, and S.-C. Wolf. Experimental Mathematics (2016). [arXiv] [DOI]
Notes and Miscellaneous Writings
- Global Rigidity of Anosov Homeomorphisms. This is my topic proposal from January, 2020. [pdf]
Invited Talks
- Midwest Dynamical Systems Conference. Chicago, IL, October 2023
- Beyond Uniform Hyperbolicity. Będlewo, Poland, April 2023
- Workshop on Low-Dimensional Topology and Homeomorphism Groups. Brin Mathematics Research Center, College Park, MD, September 2022
Teaching
Instructor of Record
- Math 152, Calculus II, Winter 2024
- Math 151, Calculus I, Fall 2023
- Math 153, Calculus III, Spring 2021
- Math 132, Elementary Functions and Calculus II, Winter 2021
- Math 112, Studies in Mathematics I, Fall 2020
Other Teaching
- Teaching Assistant, Math 272, Functional Analysis, Spring 2019, taught by Christopher Henderson
- Teaching Assistant, Math 276, Introduction to Dynamical Systems, Winter 2019, taught by Amie Wilkinson
- Teaching Assistant, Math 270, Complex Analysis, Fall 2018, taught by Amie Wilkinson
- Mentor, UChicago REU, Summers 2018-2023
- Mentor, UChicago Directed Reading Program, Winter 2020, Spring 2020, Winter 2021, Spring 2022
Last updated November, 2023.
This webpage was made with the help of Zev Chonoles' guide.