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Circle Packing in Euclidean and Hyperbolic GeometriesWilkerson, Mary Elizabeth 30 May 2008 (has links)
Given a graph that defines a triangulation of a simply connected surface, it is possible to associate a radius with each vertex so that the vertices represent centers of circles, and the edges denote patterns of tangency. Such a configuration of circles is called a circle packing. We shall give evidence for the existence and uniqueness of circle packings generated by such graphs, as well as an explanation of the algorithms used to find and output a circle packing on the complex plane and hyperbolic disc. / Master of Science
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Using native mass spectrometry to study the role of homo-oligomeric proteins in gene regulation by using TRAP as a model protein systemHolmquist, Melody L. 06 November 2020 (has links)
No description available.
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Homotropic and Heterotropic Allostery in Homo-Oligomeric Proteins with a Statistical Thermodynamic FlavorLi, Weicheng 15 September 2022 (has links)
No description available.
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