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About
Marist College to Become Marist University
University designation reflects breadth of global opportunities and bold vision for Marist's next century.
About
-
Academics
Marist College to Become Marist University
University designation reflects breadth of global opportunities and bold vision for Marist's next century.
Academics
-
Admission & Financial Aid
Marist College to Become Marist University
University designation reflects breadth of global opportunities and bold vision for Marist's next century.
Admission & Financial Aid
-
Student Life
Marist College to Become Marist University
University designation reflects breadth of global opportunities and bold vision for Marist's next century.
Student Life
- Athletics
Dr. Elizabeth M. Reid
Associate Professor of Mathematics
Bio
Professor Reid majored in Mathematics at Hamilton College and earned both her Masters and Ph.D. in Mathematics from the University at Buffalo. She enjoys spending time with her husband and son as well as hiking with her dog.
Education
PhD, University at Buffalo
MS, University at Buffalo
BA, Hamilton College
Research Interests / Areas of Focus
Professor Reid’s original research interests were in the fields of Number Theory and Cryptography. More recently, her research has expanded to topics in Game Theory, Combinatorics, and Graph Theory.
Selected Publications
Glomski, M., Krog, P., Nakamura, M. & Reid, E. (2022). Counting Triangles with Combinatorics, Accepted for Publication in Mathematics Magazine.
Reid, E. (2021). Using Inclusion / Exclusion to find Bent and Balanced Monomial Rotation Symmetric Functions. Journal of Mathematical Cryptology, 15(1), 298-304
Tilley, S. & Reid, E. (2020). Streamlining Registration Using the Gale-Shapley Algorithm, Pi Mu Epsilon Journal, 15(3), 177-184.
Galante, G. & Reid, E (2018). Applications of Game Theory to Law, Pi Mu Epsilon Journal, 15(1), 23-30.
Mason, S. & Reid, E. (2018). The Relationship Between Anxiety and Performance in a Statistics Class, Mathematics for Applications, 7, 63-70.
Reid, E. & Cusick, T. (2018). Affine equivalence classes of 2-rotation symmetric cubic Boolean functions, International Journal of Computer Mathematics: Computer Systems Theory, 3(3), 145-159
Selected Presentations
Statistically Motivated, Joint conference of the upstate chapters of the American Statistical Association. Rochester, NY (2023).
Benefits of a Stable Marriage, Joint Mathematics Meetings. Boston, MA (2023)
Statistically Significant, Joint conference of the upstate chapters of the American Statistical Association. Rochester, NY (2022).
The Marriage Stability Problem, Vassar College Colloquium. Poughkeepsie, NY (2021).
Using Inclusion-Exclusion to find Bent and Balanced Monomial Rotation Symmetric Functions, Joint Mathematics Meetings. Denver, CO (2020).
Decision-Making and Statistics, Joint conference of the upstate chapters of the American Statistical Association. Rochester, NY (2019).
Game Theory: Pure and Mixed Strategies, United States Military Academy Minorities in Mathematics Speaker Series. West Point, NY (2019).
Permutations between cubic 2-rotation symmetric Boolean functions (with Thomas Cusick), Joint Mathematics Meetings. San Diego, CA (2018).
Affine equivalence classes of 2-rotation symmetric cubic Boolean functions (with Thomas Cusick), Joint Mathematics Meetings. Atlanta, GA (2017)
