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Physical Sciences and Mathematics Commons™
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Full-Text Articles in Physical Sciences and Mathematics
Digital Dna: The Ethical Implications Of Big Data As The World’S New-Age Commodity, Clark H. Dotson
Digital Dna: The Ethical Implications Of Big Data As The World’S New-Age Commodity, Clark H. Dotson
Honors Theses
In the emerging digital world that we find ourselves in, it becomes apparent that data collection has become a staple of daily life, whether we like it or not. This research discussion aims to bring light to just how much one’s own digital identity is valued in the technologically-infused world of today, with distinct research and local examples to bring awareness to the ethical implications of your online presence. The paper in question examines anecdotal and research evidence of the collection of data, both through true and unjust means, as well as ethical implications of what this information truly represents. …
Dijkstra’S Pathfinder, Taylor F. Malamut
Dijkstra’S Pathfinder, Taylor F. Malamut
Honors Theses
Dijkstra’s algorithm has been widely studied and applied since it was first published in 1959. This research shows that Dijkstra’s algorithm can be used to find the shortest path between two stations on the Washington D.C. Metro. After exploring different types of research and applying Dijkstra’s algorithm, it was found that the algorithm will always yield the shortest path, even if visually a shorter path was initially expected.
Applying The Poincaré Recurrence Theorem To Billiards, Aaron Smith
Applying The Poincaré Recurrence Theorem To Billiards, Aaron Smith
Honors Theses
The Poincaré recurrence theorem is one of the first and most fundamental theorems of ergodic theory. When applied to a dynamical system satisfying the theorem's hypothesis, it roughly states that the system will, within a finite amount of time, return to a state arbitrarily close to its initial state. This result is intriguing and controversial, providing a contradiction with the Second Law of Thermodynamics known as the recurrence paradox. Here, we treat a set of pool balls on a billiard table as a dynamical system that satisfies the hypotheses of the Poincaré recurrence theorem. We prove that time is a …
Investigating Volatility Trends Of Silver Through An Analysis Of Stock Options Prices, Dylan Houston
Investigating Volatility Trends Of Silver Through An Analysis Of Stock Options Prices, Dylan Houston
Honors Theses
Volatility is a statistical measure that describes the amount of fluctuation in prices for a given investment; generally, the higher the volatility for an investment, the riskier it is perceived to be. Traders study volatility history so that they can make informed decisions on how to invest capital. The purpose of this article is to analyze implied volatility values, which are derived from the investment's price and are considered the market's estimate of the investment's actual volatility, for silver electronically traded fund (ETF) options in periods of both high and low price movement. In doing so, we desired to see …