Advisor | Pravica, David W. | en_US |
Author | Eidschun, Bradley | en_US |
Date Accessioned | 2012-05-20T15:21:01Z | |
Date Available | 2012-05-20T15:21:01Z | |
Date of Issue | 2012 | en_US |
Identifier (URI) | http://hdl.handle.net/10342/3846 | |
Description | In this thesis both forced and non-linear wave equations will be studied. Actual data from tsunami and rogue waves will be used and a signal analysis will be performed using wavelets. Main results show that a different choice of wavelet leads to different efficiencies occurring in the signal recovery process. | en_US |
Extent | 57 p. | en_US |
Format Medium | dissertations, academic | en_US |
Language | | en_US |
Publisher | East Carolina University | en_US |
Subject | Mathematics | en_US |
Library of Congress Subject Headings | Wave equation | |
Library of Congress Subject Headings | Nonlinear wave equations | |
Library of Congress Subject Headings | Mathematical analysis | |
Library of Congress Subject Headings | Tsunamis | |
Library of Congress Subject Headings | Rogue waves | |
Title | Mathematical Analysis of Tsunami and Rogue Waves | en_US |
Type | Master's Thesis | en_US |
Department | Mathematics | en_US |
Degree | M.A. | en_US |