Our past experience in running an REU has shown us that students from schools without a significant undergraduate research program often do not participate in an REU until the summer following their junior year. Up to that point the students have only experienced traditional classroom learning and are often overwhelmed by taking part in a significant research project as part of an REU. The pREU will bridge this gap by providing five students a significant five week summer program aimed at helping them transition from classroom learning. The primary audience for this program will be students that have just finished their freshmen or sophomore year at a school that does not typically provide research experiences for undergraduates. Female and minority students are especially encouraged to apply.
Students will be given a brief overview of the project they are going to work on, but lecturing will be kept to a minimum throughout the program to help students transition away from classroom learning. The projects given will not be designed to lead to publishable results. Instead, they will be designed to expose students to more advanced topics (such as those often found later in the undergraduate curriculum, thus enhancing prerequisite knowledge for REU applications) in the context of intriguing problems that encourage students to work as a team. Hence, the students will be better equipped for an REU in subsequent summers in terms of mathematical knowledge and maturity as well as independent working ability and collaborative skills. The aim of the pREU will be a final project that can be presented back at the student’s home institution.
Funding is restricted to US citizens or permanent residents. Students will receive a stipend of $2,720, a stipend of $480 for subsistence. A travel reimbursement up to $500 and shared accommodations will be covered if the program will take place in person.
Please visit the MathJobs application page. Be sure to choose that you are applying for the pREU and not the REU.
2022 pREU faculty:
May 23 to June 24, 2022
February 15, 2022
2022 Program Description:
This summer students will explore concepts from linear algebra, groups, and finite fields as well as selected topics in algebraic geometry and their application to distributed storage systems. The program is designed to expose students to advanced topics in the context of intriguing problems and projects that encourage students to work as a team. Hence, the students are better equipped for an REU in terms of mathematical knowledge and maturity as well as independent working ability and collaborative skills. Students will collaborate on a final project which will be presented at the summer program as well as at their home institution. Applicants should have just completed their freshman or sophomore year of college.