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The Program
After two weeks of intensive introduction to a selection of open problems and problem areas, participants will break into groups working on problems in different areas (although anyone may work on anything, and it may well happen that a participant will belong to two or more of the specializing groups).
Participants will be asked to make short presentations in daily seminars and problem sessions of background literature and of progress made, or of obstacles encountered. Participants are asked and will be encouraged to maintain contact with the project directors for program evaluation, for further research, and concerning publication of publishable results.
Some Discrete Mathematics problems will require the use of Computer Algebra. For work in Computer Algebra, participants will be trained in MAGMA. It is preferable, but not required, that participants have some background in Abstract Algebra.
How to Apply
Applications consist of:
- Online application form including submission of college transcripts (unofficial transcripts are acceptable) and an essay describing your mathematical background and interests.
Submit Student Application - Two letters of recommendation to be submitted by faculty members or other individuals knowledgeable of your research potential.
Submit Recommendation Letters
Deadline: Applications completed by March 1, 2026 will receive full consideration.
Additional Information
Participants will receive a stipend of $4,500 and will live on or near campus with housing paid.
Travel and food are the responsibility of the participants.
NSF funding is restricted to US citizens and permanent residents. Other self-funded students are welcome to apply.
You must be an undergraduate student, meaning that you are pursuing a bachelor's or associate degree that will not be awarded before August 2026.
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Contact Information
Direct inquiries should be sent via email to:
Professor Pete Johnson
Email: johnspd@auburn.edu
For a list of other REU programs in mathematics, visit the NSF REU Sites in Mathematical Sciences .