Relating the Convergence Times of Simulated Tempering and Swapping
Author(s) | Hammond, Caroline | |
Date Accessioned | 2022-07-08T16:00:22Z | |
Date Available | 2022-07-08T16:00:22Z | |
Publication Date | 2022-05 | |
Abstract | Simulated tempering and swapping are two Markov chains that have many practical uses in the fields of applied and theoretical mathematics. In this thesis, we investigate the relationship between their convergence times. | en_US |
Advisor | Naya Banerjee | |
Program | Applied Mathematics | |
URL | https://udspace.udel.edu/handle/19716/31087 | |
Publisher | University of Delaware | en_US |
Keywords | Tempering | en_US |
Keywords | Swapping | en_US |
Keywords | Applied mathematics | en_US |
Keywords | Theoretical mathematics | en_US |
Title | Relating the Convergence Times of Simulated Tempering and Swapping | en_US |
Type | Thesis | en_US |