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| Creator | Title | Description | Subject | Date | ||
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Youatt, Catherine C. | Mathematics in Visual Art and Ballet | Cultures all over the globe utilize both mathematics and ballet to understand the world and to express their distinct realities. In this way, mathematics and art interact, both with math creating new visual art fields, like fractal artworks, and with art influencing mathematics, as with Renaissance ... | 2019 | |
| 2 |
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Verhaaren, Molly | Double-checking: a statistical analysis of twenty-first century U.S. election recounts | Election recounts are an integral part of voting history in the United States. Initiated by the political jurisdiction or by the candidate, they have the power to overturn previously decided election results and have done so on more than one occasion. However, that power may not be worth its price a... | 2021 | |
| 3 |
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Martin, Isaac | A result concerning the F-Signature and the torsion divisors of strongly F-Regular singularities | Polstra showed that the cardinality of the torsion subgroup of the divisor class group of a local strongly F-regular ring is finite. In this thesis, we first provide an expository introduction to the field of F-singularities before improving upon Polstra's result by proving that the reciprocal of th... | 2021 | |
| 4 |
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Turner, Jackson | Expansion method for eigenvalue problems: theories, algorithms, and applications | The Laplacian operator plays a ubiquitous role in the differential equations that describe many physical systems. These include, for example, vibrating membranes, fluid flow, heat flow, and solutions to the Schrödinger equation. In this paper, we investigate a method to find the eigenfunctions of t... | example; computation | 2021 |
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