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Browse Dissertations and Theses  Mathematics by Title
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(1974)
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(20180402)In the first part of this thesis, we show that a wide range of the properties of the roots of translated Chebyshev polynomials of the first kind (call these complex numbers Chebyshev points), are illuminated by the study ...
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(1963)
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(1994)If X is a class of groups, the class of counterX groups is defined to consist of all groups having no nontrivial Xquotients. Countercounterfinite groups are studied here; any nontrivial quotient of such a group has ...
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(1990)Given a semisimple linear algebraic group G over an algebraically closed field K, we fix a Borel subgroup B and a maximal torus T. This determines a root system $\Phi$, and a set of simple roots $\Delta$. The subgroups ...
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(1981)This thesis presents a classification up to topological equivalence of those flows on the torus satisfying: (1) all singular points and closed orbits are hyperbolic; and (2) there are no saddle connections. Such flows are ...
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(20150715)Given a $G$toric, foldedsymplectic manifold with coorientable folding hypersurface, we show that its orbit space is naturally a manifold with corners $W$ equipped with a smooth map $\psi: W \to \frak{g}^*$, where ...
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(20180709)In this thesis, we study expansions of the real field by multiplicative subgroups of the complex numbers. We first consider expansions by a subgroup generated by an element of the unit circle and a positive real number. ...
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(20140916)In the first part of this thesis, we study the application of a clearing mechanism of a financial network to a specific type of financial network, which is established upon an abstract underlying asset. In particular, we ...
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(2009)This work attempts to explain the relationships between natural selection, information theory, and statistical inference. In particular, a geometric formulation of information theory known as information geometry and its ...
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(20170413)This dissertation presents connections between cluster algebras and discrete integrable systems, especially Tsystems and their specializations/generalizations. We give connections between the Tsystem or the octahedron ...
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Now showing items 125144 of 1140