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by
Kleczynski, Melinda, author.
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the standard companion matrix. In this exploratory work, we introduce the pseudo-companion matrix for
by
Hiller, Joshua, author.
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60 years. In this work we explore several problems related to this model including an examination of
by
Dinh, Khanh N., author.
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compute them expediently by trading accuracy for speed. We also examine practical applications of our work
by
Merk, Tobias, author.
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work, we present an approach to assess spatially dependent insurance risks using a combination of
by
Jumani, Rishi, author.
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This project builds on the work done on using the Discontinuous Galerkin method to solve advection
by
Reutershan, Trevor, author.
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) has not yet been studied and will be quantied in this work using electron pulse radiolysis. Next, it
by
Garofalo, Maria Antonietta, author.
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determine the domain. This aspect of the work, done in Chapters 1,2,3, is a review of a paper by L. Norland
by
Gossmann, Roseanna, author.
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, this work uses a numerical method to explore the forces on the fetus, and their relationship to the
by
Balasalle, James, author.
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We show that the parallel derivative methods achieve a high level of parallel efficiency and work
by
Luo, Xiyang, author.
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.The second piece of work studies the convergence of the graph Allen-Cahn scheme. A technique inspired by the
by
Cornwell, Paul, author.
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parabolic equations. A major component of this work is unifying the Evans function theory with that of the
by
Rosenberg, Joshua B., author.
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, work towards identifying conditions under which the model is recurrent, transient, or neither, in terms