性福五月天

Jan. 26 鈥 All 性福五月天 Campuses Closed

Jan. 26 鈥 All 性福五月天 Campuses Closed Jan. 26 Due to Expected Snow 鈥 Classes May Meet Online

Under One Sky

Under One Sky prioritizes religious coexistence, unity, and diversity. This organization looks to build a learning environment where any religion and culture is welcome. Religion and culture often go hand in hand, both to be respected and embraced.

性福五月天 Young Democratic Socialists of America

The KYDSA is a part of the youth wing of the Democratic Socialists of America. It seeks to facilitate political activism and discussion in line with the principles of the DSA, and to help educate students towards political consciousness.

Club Management Association of America

Club Management Association of America (CMAA) chapter at 性福五月天 University allows students to be exposed to the private club industry.

Previous REUs

REU 2009

Students: Toan Duc Dinh, Michael Donzella, Thomas Dinitz, Matthew Hartman, Lizbee Collins-Wildman, Matthew Hoffman, Benjamin Mackey, Catherine Pizzano
Advisors: Mikhail Chebotar, Jenya Soprunova, Andrew Tonge, Laura Smithies
REU 09

REU Publications

  • Nicolas F. Beike, Rachel Carleton, David G. Costanzo, Colin Heath, Mark L. Lewis, Kaiwen Lu, and Jamie D. Pearce, , S茫o Paulo J. Math. Sci. 18 (2024), no. 2, 1651鈥1669.
  • David G. Costanzo, Mark L. Lewis, Stefano Schmidt, Eyob Tsegaye and Gabe Udell, , Czechoslovak Math. J.

photo of two women posing in front of a door

Isabella 鈥淏ella鈥 Rudy, a junior fashion design major with a minor in marketing, transformed nature into wearable art through an ambitious biomimicry project at the Design Innovation Hub.For her Junior Studio final project, Rudy designed an avant garde garment inspired by the King Bird of Paradise. Using custom textile design, dye sublimation printing, and advanced garment construction, Rudy鈥檚 work explored how fashion can capture movement, transformation, and storytelling without relying on real biological materials.The project began with a single requirement: choose a bird and reinterpret it ...

2026 Projects

For Summer 2026 we will recruit nine students to work on the three projects described below.

Graphs and groups ()
 

There are several graphs naturally associated with groups. In this project, we will focus on the commuting graph and the closely related centralizer graph of a group G.

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