Date of Award
2024
Document Type
Thesis
Degree Name
Bachelors
Department
Natural Sciences
First Advisor
McDonald, Patrick
Area of Concentration
Applied Mathematics
Abstract
We define two random growth processes taking values in subsets of the integer lattice Z×Z. We use the processes to generate random convex hull processes and numerically study the ratio of the expected value of the corresponding areas. Our results lead us to conjecture an asymptotic inequality for the ratio of the expected areas.
Recommended Citation
Bowling, Sky, "Genesis from the Origin at the Hands of Random Gods: An Asymptotic Inequality for Two Random Growth Processes" (2024). Theses & ETDs. 6532.
https://digitalcommons.ncf.edu/theses_etds/6532
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