Spring 2024 Mentee Application

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Mentee applications for the Spring 2024 DRP are now closed. You are welcome to apply; however, there is no guarantee that we will be able to find you a mentor/reading project. You are also invited to apply again in a future DRP!

This application is for UGA undergraduates interested in participating in the Fall 2023 math DRP program. As a participant, you'll be paired up with a grad student or faculty mentor based on your interests, to work on a reading project. Your mentor will meet with you at least once a week to discuss your project with you. Outside of your meetings, you'll work on your project for at least four hours each week.

One goal of the DRP is to prepare a short (~10 minute) presentation on what you've learned, to be shared at a "DRP presentation day" at the end of the semester, along with other DRP students.

Late applications can sometimes be considered. Please reach out to paco@uga.edu or dhorne8@uga.edu if you have questions about the DRP or this form.

Name *

Email *

Major/Minor *

List all math classes you've taken or are currently enrolled in. *

List UGA course numbers (e.g. MATH 2270, MATH 3200, CSCI 2610). If you've taken classes outside UGA, list course names (e.g. "A First Course in Linear Algebra", "Intro to Proofs").

Mathematical and academic interests (for example, topics that you enjoyed learning, or would like to learn about):
*

Extracurricular interests/hobbies:

Have you participated in the DRP before? *

Yes

I have applied but was not paired with a mentor.

Anticipated graduation date *

E.g. Spring 2024

Please select which example projects sound interesting to you, to help us pair you up. Choosing a project here does not mean that you're committing to it!

Descriptions for most of these projects can be found here.

In addition, a couple of mentors have not given a specific project, but have offered to do a reading project related to their expertise. In this case, we have listed their names with links to their websites.

Musical Actions of Dihedral Groups

Which Primes are Sums of Two Squares?

Ehrhart Theory

The Cannonball Problem

Counterexamples in Topology

Topics in Elementary, Multiplicative, and Analytic Number Theory

Integer Partitions

Generating Functions and Riordan Arrays

L^p spaces, duality, and representations

PDEs and Fourier series

Numerical Methods for Partial Differential Equations

Introduction to Stochastic Processes

Mathematics and Climate

Reading project with Dr. Lai (https://www.math.uga.edu/directory/people/ming-jun-lai)

Reading project with Dr. Dillies (http://jimmy.klacto.net/publi.html)

Generatingfunctionology

Category theory

Homotopy theory

Modular forms

Representation theory of finite groups

Other:

Required

Comments/questions/specific mentor request

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