Browsing Department of Mathematics (MU) by Thesis Advisor "Walsh, Samuel"
Now showing items 1-5 of 5
-
Asymptotic properties of deep water solitary waves with compactly supported vorticity
(University of Missouri--Columbia, 2018)[ACCESS RESTRICTED TO THE UNIVERSITY OF MISSOURI AT AUTHOR'S REQUEST.] In this thesis, we consider two-and three-dimensional gravity and capillary-gravity solitary waves propagating along the surface of a body of water ... -
Global bifurcation and stability of solitary waves in two-layer water
(University of Missouri--Columbia, 2022)The present work concerns two mathematical problems on wave in a stratified body of water governed by the incompressible Euler equations. In the first part, we present a large-amplitude existence theory for two-dimensional ... -
Global bifurcation of anti-plane shear equilibria
(University of Missouri--Columbia, 2023)Bifurcation theoretic methods are used to construct families of solutions for two problems arising in non-linear elasticity. These solution curves are shown to exhibit interesting phenomena that are both mathematically ... -
Iterative approximation of Markov process parameters in a model of large scale business purchases
(University of Missouri--Columbia, 2020)Large scale business to business purchases often involve a series of vetting stages which must be satisfied prior to their resolution. This paper models the progression of sales projects through a company's sales pipeline ... -
On the sensitivity of the solitary wave profile recovery formula to wave speed noise
(University of Missouri--Columbia, 2016)We derive a bound on the error in the recovery of the profile of an irrotational solitary water wave from pressure data given noise in the measurement of the wave speed. First, we prove that Constantin's exact solitary ...