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AuthorTitleSubjectDatePublication Type
1 Burkhard, David B.Techniques for climate modeling2014-12thesis
2 Zhu, HanleiChange point detection in heteroscedastic functional time series2019dissertation
3 Sampson, ChristianMultiscale Models of Sea Ice PhenomenaApplied Mathematics2017dissertation
4 Rice, GregoryInvariance principles in functional time series analysis with applicationsAnalysis of Variance; Functional Data; Time Series; Weak convergence2015-05dissertation
5 Murphy, Norman BenjaminPhase transitions in random mediaHomogenization; Orthogonal polynomials; Percolation; Phase transition; Random matrix theory; Statistical mechanics2012-08dissertation
6 Steffen, Kyle R.The difference potentials method for problems with evolving geometry and modeling fluid flow in Sea IceMathematics; Applied mathematics; Geophysics2018dissertation
7 Laverty, Sean MMathematical models of wildlife and human disease: seasonal and immunoepidemiological dynamicsDifferential equations; Mathematical biology; Mathematical epidemiology; Sin Nombre virus; Wildlife disease2011dissertation
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