Senior Exercise Papers in Mathematics
Recent Senior Exercise Papers
- Introduction to Ramsey Theory by Kristina Buschur (PDF)
- Polygonal Numbers and Finite Calculus by Elliot Forhan (PDF)
- A Brief Introduction to Modal Logic by Joel McCance (PDF)
- A Numbers Game by Sarah Prendergast (PDF)
Senior Exercise Papers with Distinction
- An Overview of Computational Complexity by Ted Rubin (PDF)
- "Lattice Point Geometry: Pick's Theorem and Minkowski's Theorem by Jennifer Garbett (PDF)
- Metrizable Topologies by Hannah Ross (PDF)
- Galois Theory and the Insolvability of the Quintic Equation by Daniel Franz (PDF)
- Two Classic Theorems From Number Theory: The Prime Number Theorem and Dirichlet's Theorem by Lee Kennard (PDF)
- Beyond Complex: An Inspection of Quaternions by Matthew Zaremsky (PDF)
- Compactness, Connectedness, and Continuity: An Analysis of the Cantor No-Middle-Third Set by Joseph Neilsen (PDF)
- Measure, Integrals, and Transformations: Lebesgue Integration and the Erodic Theorem by Maxim Lavrentovich (PDF)
- The Sierpinski Triangle: An Aesthestically Pleasing Limit Point by James Bell (PDF)
- Hyperbolic Geometry by Adam Atwell (PDF)
- The Shadowing Theorem by Heather L. Van Ligten (PDF)
- Logistic Regression by Sara Vyrostek (PDF)
- The Jordan Curve Theorem: A Combinatorial Approach by Matthew R. Buckley (PDF)
- Groebner Bases with an Application to Integer Programming by Carolyn Wendler (PDF)