Dissertations and Theses - Mathematics

 

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  • Shih, Kung-Sing (University of Illinois at Urbana-Champaign, 1953-05-11)

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  • Panagiotopoulos, Aristotelis (2017-07-13)
    Our results are divided in three independent chapters. In Chapter 2, we show that if g is a generic isometry of a generic subspace X of the Urysohn metric space U then g does not extend to a full isometry of U. The same ...

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  • Liu, Shiya (2017-07-11)
    In Part I, we aim to maximize the number of first-quadrant lattice points under a concave (or convex) curve with respect to reciprocal stretching in the coordinate directions. The optimal domain is shown to be asymptotically ...

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  • Loeb, Sarah Jane (2017-07-10)
    The \emph{separation dimension} of a graph $G$, written $\pi(G)$, is the minimum number of linear orderings of $V(G)$ such that every two nonincident edges are ``separated'' in some ordering, meaning that both endpoints ...

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  • Gehret, Allen R (2017-07-09)
    The ordered valued differential field $\mathbb{T}_{\log}$ of logarithmic transseries is conjectured to have good model theoretic properties. This thesis records our progress in this direction and describes a strategy moving ...

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