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Browsing Mathematics and Statistics by Author "Faudree, Jill"

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Browsing Mathematics and Statistics by Author "Faudree, Jill"

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  • Banos, Hector (2016-05)
    Latent tree models are tree structured graphical models where some random variables are observable while others are latent. These models are used to model data in many areas, such as bioinformatics, phylogenetics, computer ...
  • Ver Hoef, Lander (2019-05)
    In this paper, we generalize a single example of a snark that admits a drawing with even rotational symmetry into two infinite families using a voltage graph construction techniques derived from cyclic Pseudo-Loupekine ...
  • Barry, Timothy J. (2017-08)
    Many common approximation methods exist such as linear or polynomial interpolation, splines, Taylor series, or generalized Fourier series. Unfortunately, many of these approximations are not analytic functions on the entire ...
  • Layer, Mark (2014-05)
    In this thesis we develop an intuitive process of encoding any phylogenetic tree and its associated tree-distance matrix as a collection of points in Euclidean space. Using this encoding, we find that information about the ...
  • Baños Cervantes, Hector Daniel (2019-05)
    Species network inference is a challenging problem in phylogenetics. In this work, we present two results on this. The first shows that many topological features of a level-1 network are identifable under the network ...
  • Burr, Erika (2017-08)
    This paper seeks to provide complete proofs in modern notation of (early) key saturation number results and give some new results concerning the semi-saturation number. We highlight relevant results from extremal theory ...
  • Warren, Samantha (2016-05)
    The vertex arboricity of a graph is the minimum number of colors needed to color the vertices so that the subgraph induced by each color class is a forest. In other words, the vertex arboricity of a graph is the fewest ...

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