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| Creator | Title | Description | Subject | Date | ||
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Bowen, Brady | Fractal geometry of melt ponds: Modeling the fractal geometry of arctic melt ponds using the level sets of random surfaces | During the late spring, most of the Arctic Ocean is covered by sea ice with a layer of snow on top. As the snow and sea ice begin to melt, water collects on the surface to form melt ponds. As melting progresses, sparse, disconnected ponds coalesce to form complex, self-similar structures which are c... | Melt pond geometry | 2016-04 |
| 2 |
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McDaniel, Tyler | Utah's Pathways to Higher Education: a Critical, Quantitative Analysis | This work uses linear and nonlinear models in order to predict student success and pathways in higher education in the state of Utah. Postsecondary Grade Point Average is used as a metric for success in higher education. Pathways are identified using clustering analyses, which group observations a... | Higher education and state - Utah; Higher education and state - United States; Low-income students - United States | |
| 3 |
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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 | |
| 4 |
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Tse, Justin | The Linear Algebra of the Last Passage Percolation Model | We study the linear algebra of the last passage percolation model. In this model, we want to find the statistics of maximal paths through a randomly weighted grid. Specifically we focus on bases of the set of path lengths made from paths. The maximum path length is a deterministic function of a much... | 2017 |
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