Past Projects
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- Ahsan, Z. (2024). Closed Geodesics on Kummer K3 Surfaces.
- Cureton, D., Deering, N., & Lobe, E. (2024). Degrees of Sums of Algebraic Numbers in an Abelian Extension.
- Bush, A., Dragomirescu, R., Hlavka, J., & Zhu, A. (2024). Markov Chains, Martingales, and Random Walks on Electrical Networks.
- Walton, D., Wei, S., & Tellez, L. (2024). Methods of Functional Analysis and Geometry in Transportation Theory.
- Lee, A. (2024). Minimal Surfaces and Bernstein’s Theorem.
- Catullo, R. (2024). Riemann Existence Theorem.
- Nakajima, D., Panidapu, A., Perry, L., & Skoraczewski, A. (2024). Towards an Alternate Proof of a Yang-Baxter Equation for Colored Lattice Models Using Skein Relations.
- Brass, O. (2023). A Four-Manifold Invariant Arising from Involutive Heegaard Floer Homology.
- Chen, Q. (2023). Bott Periodicity and Affine Grassmannians.
- McIntyre, Q., Steinberg, E., Westbrook, P., & Zhang, E. (2023). Estimated Prophet: The Prophet Inequality in Fair, Sample, and Multi-Selection Settings.
- Dai, Y. (2023). Notes on Elliptic Sine Gordan Equation.
- Bogle, E., Harrison, R., & Zhou, I. (2023). Polynomial Convexity of Simple Complex Shapes.
- Park, B. (2023). Random Walks in Slightly Changing Environments.
- Catullo, R., Machado, M., & Sukhadia, A. (2023). Supersingular Diagonal Curves and their Genera.
- Hu, Z. (2023). The h-Principle and Singularities.
- Moon, B., Dai, Y., & Kota, T. (2022). A Majority Voting Model on Branching Brownian Motion.
- Bonanno, L. (2022). Elliptic Regularity and the Hodge Decomposition Theorem.
- Brass, O. (2022). From Morse Theory to Heegaard Floer Homology.