Price Dynamic Random Walks on General Graphs
Electronic Theses and Dissertations
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- abstract
- In this thesis, we consider work done by Fan Feng and others, presented in Fan Feng, Price dynamics on networks, Master’s thesis, Wake Forest University, 2018. We address some of the conjectures and generalize some of the results therein, by considering a new model. The original and underlying motivation is to model price dynamics and population movement on connected, n-node graphs. Another significant motivation is to construct random walks on general graphs which manage to, in some sense, "evenly" distribute visits to nodes. This is an idea that is explored often in literature concerning load-balancing. Along the way towards building this model, we achieve other general results for random walks on graphs.
- subject
- Graph Theory
- Mathematics
- Price Dynamics
- Probability
- Random Walks
- Statistics
- contributor
- Berenhaut, Kenneth (committee chair)
- Norris, James (committee member)
- Berenhaut, Kenneth (committee member)
- Hepler, Staci (committee member)
- Moore, Katherine (committee member)
- date
- 2020-05-29T08:36:08Z (accessioned)
- 2022-05-28T08:30:16Z (available)
- 2020 (issued)
- degree
- Mathematics and Statistics (discipline)
- embargo
- 2022-05-28 (terms)
- identifier
- http://hdl.handle.net/10339/96847 (uri)
- language
- en (iso)
- publisher
- Wake Forest University
- title
- Price Dynamic Random Walks on General Graphs
- type
- Thesis