Dissertations, Theses, and Capstone Projects

Date of Degree

6-2023

Document Type

Dissertation

Degree Name

Ph.D.

Program

Computer Science

Advisor

Ping Ji

Committee Members

Ted Brown

Joseph Burdis

Shweta Jain

Mikael Vejdemo Johansson

Subject Categories

Information Security | Theory and Algorithms

Abstract

Computer networks have become one of the fundamental communication infrastructures of the modern world. Data collection and data analysis over computer networks is a broad area of research and is getting more and more complicated as the ever-increasing complexity of the computer networks. In this dissertation, I will conduct performance modeling work for a few network scenarios and applications. In the first part of this dissertation, I will focus on two vital perspectives of the Internet, one from network administrators and the other from network users. Network administrators are key to manage and protect a computer network. I will study how system access data of the daily activities of network administrators can help in building an extra layer of protection for a computer network. On the other hand, with ubiquitous wireless networks, I'm also interested in having an in-depth understanding of the traffic data of wireless networks. Thus, I collected and analyzed Wi-Fi data from multiple locations with interesting observations. In the second part of this dissertation, I will explore two closely related problems in the wireless sensor networks. One is the coverage problem and the other is the pursuit-evasion problem. These two problems are highly dependent on the topology of a sensor network, and thus a very good candidate for applying topological data analysis. For the network coverage problem, I propose an efficient algorithm to compute the Cech complex, which is used to capture the shape of the network, and compute simplicial homology groups on top of the Cech complex for verifying the network coverage and showing other characteristics of the coverage. For the pursuit-evasion problem, which is dynamic in its nature, I propose an extension to an existing algorithm such that it can work in a distributed setting.

This work is embargoed and will be available for download on Monday, June 02, 2025

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