Pi Mu Epsilon (PME) is the National Mathematics Honorary Society that serves to promote scholarly activity in mathematics among the students in academic institutions.
Since its foundation in 1914 at Syracuse University, the Society has grown to include over 360 chapters at colleges and universities throughout the United States. Established in 1924, the Chapter at the University of Illinois at Urbana-Champaign (PMEILA) was the first (Alpha) chartered Chapter in the Illinois state and the 7th overall.
To be elected as a member to the Illinois Alpha Chapter of Pi Mu Epsilon, a person must either be:
- An undergraduate student at the University of Illinois at Urbana-Champaign who has met all of the following requirements:
- Completion of the calculus sequence through MATH 241
- Completion of at least two post-calculus courses that count toward a major in the mathematical sciences (for example MATH 347, 408, 416, 417, 444, 461 or 463)
- a 3.5 or higher math GPA
- a 3.2 or higher U of I GPA
- A graduate student at the University of Illinois at Urbana-Champaign whose mathematical work is at least equivalent to that required of a qualified undergraduate and who has a 3.0 or higher math GPA during his/her last school year prior to his/her election
- A member of the faculty at the University of Illinois at Urbana-Champaign in mathematics or related subjects
- In the very rare case, a person who has achieved distinction in a mathematical science, but is not described by 1–3.
Applications are currently closed, but there will be a call for applications in February or early March. Please join our mailing list PME-Illinois-Prospectives if you wish to be notified when the application window has opened.
- President: Qingqing Yang (Cheryl), firstname.lastname@example.org
- Treasurer: Daniel Klovsky, email@example.com
- Chapter Adviser: Philipp Hieronymi, firstname.lastname@example.org
- Permanent Faculty Correspondent: Alison Champion, email@example.com
The challenge problems typically require only calculus-level mathematics and familiarity with common proof techniques like mathematical induction and proof by contradiction. Hence, all members should already have the necessary background to tackle most challenge problems.