Author | Title | Subject | Date | Publication Type | ||
---|---|---|---|---|---|---|
1 | Burkhard, David B. | Techniques for climate modeling | 2014-12 | thesis | ||
2 | Zhu, Hanlei | Change point detection in heteroscedastic functional time series | 2019 | dissertation | ||
3 | Sampson, Christian | Multiscale Models of Sea Ice Phenomena | Applied Mathematics | 2017 | dissertation | |
4 | Rice, Gregory | Invariance principles in functional time series analysis with applications | Analysis of Variance; Functional Data; Time Series; Weak convergence | 2015-05 | dissertation | |
5 | Murphy, Norman Benjamin | Phase transitions in random media | Homogenization; Orthogonal polynomials; Percolation; Phase transition; Random matrix theory; Statistical mechanics | 2012-08 | dissertation | |
6 | Steffen, Kyle R. | The difference potentials method for problems with evolving geometry and modeling fluid flow in Sea Ice | Mathematics; Applied mathematics; Geophysics | 2018 | dissertation | |
7 | Laverty, Sean M | Mathematical models of wildlife and human disease: seasonal and immunoepidemiological dynamics | Differential equations; Mathematical biology; Mathematical epidemiology; Sin Nombre virus; Wildlife disease | 2011 | dissertation |