Publications
Google scholar
C Budd, P Glendenning, K Hill , R Kuske. Characterizing tipping in a stochastic reduced Stommel-type model in higher dimensions. Research Perspectives CRM Barcelona, Extended Abstracts Spring 2016, 25-29
[pdf; Extended abstract]
K Hill, DS Abbot, M Silber. Analysis of an Arctic sea ice loss model in the limit of a discontinuous albedo, SIAM J. Appl. Dyn. Syst, 15 (2) (2016), 1163–1192.
[pdf; SIADS]
J Hein, Z McCarthy, N Gaswick, B McKain, K Speer. Laplace transforms for the nabla-difference operator, Panamer. Math. J., 21 (3) (2011), 79-96.
[pdf]
J Bohn, J Rebaza, K Speer. Continuous threshold prey harvesting in predator-prey models, Inter. J. Comp. Math. Sci., 5 (2) (2011), 111-118.
[pdf]
B Hopkins, E Kim, J Lyons, K Speer. Boundary data smoothness for solutions of nonlocal boundary value problems for second order difference equations, Comm. Appl. Nonlinear Anal., 16 (2) (2009), 1-12.
[pdf]
C Budd, P Glendenning, K Hill , R Kuske. Characterizing tipping in a stochastic reduced Stommel-type model in higher dimensions. Research Perspectives CRM Barcelona, Extended Abstracts Spring 2016, 25-29
[pdf; Extended abstract]
K Hill, DS Abbot, M Silber. Analysis of an Arctic sea ice loss model in the limit of a discontinuous albedo, SIAM J. Appl. Dyn. Syst, 15 (2) (2016), 1163–1192.
[pdf; SIADS]
J Hein, Z McCarthy, N Gaswick, B McKain, K Speer. Laplace transforms for the nabla-difference operator, Panamer. Math. J., 21 (3) (2011), 79-96.
[pdf]
J Bohn, J Rebaza, K Speer. Continuous threshold prey harvesting in predator-prey models, Inter. J. Comp. Math. Sci., 5 (2) (2011), 111-118.
[pdf]
B Hopkins, E Kim, J Lyons, K Speer. Boundary data smoothness for solutions of nonlocal boundary value problems for second order difference equations, Comm. Appl. Nonlinear Anal., 16 (2) (2009), 1-12.
[pdf]
Preprints
SM Clifton, K Hill, AJ Karamchandani, EA Autry, P McMahon, G Sun. Mathematical model of gender bias and homophily in professional hierarchies. submitted.
[pdf and SI]
J Leifeld, K Hill, A Roberts. Persistence of saddle behavior in the nonsmooth limit of smooth dynamical systems. (2015)
[Arxiv]
[pdf and SI]
J Leifeld, K Hill, A Roberts. Persistence of saddle behavior in the nonsmooth limit of smooth dynamical systems. (2015)
[Arxiv]
PhD Thesis
Bifurcation analysis of a piecewise-smooth Arctic energy balance model. Northwestern University, 2017. [pdf; ProQuest]
