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51. Christopher K. R. T. Jones, (2011), "Will Climate Change Mathematics?", IMA Journal on Applied Mathematics: (DOI: ).
52. Bennetts, L., O'Farrell, S., Uotila, P., Squire, V., (2014), "Towards a model of the marginal ice zone for use in climate studies", In Proceedings of The 22nd International Association of Hydro-Environment Engineering and Research International Symposium on Ice: Singapore, (DOI: ).
53. Sudakov, I., Vakulenko. S., (2012), "Mathematical Modeling Positve Carbon-Climate Feedback: Permafrost Lake Methane Emission Case", Earth Syst. Dynamical Discussions, 3: pg: 235-257, (DOI: ).
54. Nadeau, Louis-Philippe, Straub, David N, Holland, David M, (2013), "Comparing idealized and complex topographies in quasigeostrophic simulations of an antarctic circumpolar current", Journal of Physical Oceanography, 43, 8: pg: 1821-1837, (DOI: ).
55. Champneys, A. R., Knobloch, E., Ma, Y. P., Wagenknecht, T., (2012), "Homoclinic snakes bounded by a saddle-center periodic orbit", SIAM J. Appl. Dyn. Syst., 11, 4: pg: 1583-1613, (DOI: ).
56. North, G. R., Baker, D. N, Bradley, R. S., Foukal, P., Haigh, J. D., Held, I. M., Meehl, G. A., Paxton, L. J., Pilewskie, P., Schrijver, C. J., Tung, K. -K. (as National Research Council Committee), (2012), "The Effects of Solar Variability on Earth's Climate: A Workshop Report", National Academies Press: Washington D. C., (DOI: ).
57. Vrettas, M., Opper, M., Cornford, D., (2014), "A variational mean field algorithm for efficient inference in large systems of stochastic differential equations", Phys. Rev. E, 91, 1: pg: 012148, (DOI: http://dx.doi.org/10.1103/PhysRevE.91.012148).
58. Zhou, J., Tung, K.K., (2013), "Deducing the multi-decadal anthropogenic global warming trend using pultiple regression analysis", J. Atmospheric Sciences, 70: pg: 3-8, (DOI: ).
59. Kuehn. C. (2013), "Warning signs for wave speed transitions of noisy Fisher-KPP invasion fronts. ", Theoretical Ecology, 6, 3: pg: 295-308, (DOI: ).
60. McGehee, Richard, Lehman, Clarence, (2012), "A Paleoclimate Model of Ice-Albedo Feedback Forced by Variations in Earth's Orbit", SIAM Journal on Applied Dynamical Systems, SIAM, 11, 2: pg: 684-707, 1536-0040, (DOI: ).
61. Ma, Y. P., & Knobloch, E. (2012), "Depinning, front motion, and phase slips", Chaos: An Interdisciplinary Journal of Nonlinear Science, 22, 3: pg: 033101, (DOI: ).
62. Oestreicher, S., (2014), "PhD Thesis: Forced Oscillators with Dynamic Hopf Bifurcations and applications to Paleoclimate": University of Minnesota, (DOI: ).
63. Orum, C, Ossiander, M, (2013), "Exponent bounds for a convolution inequality in Euclidean space with applications to the Navier-Stokes equations", Proceedings of the American Mathematical Society, 141, 11: pg: 3883–3897, (DOI: http://dx.doi.org/10.1090/S0002-9939-2013-11662-X).
64. Williams, A.H., Kwiatkowski, M.A., Mortimer, A.L., Marder, E., Zeeman, M.L., Dickinson, P.S., (2013), "Animal-to-animal variability in the phasing of the crustacean cardiac motor pattern: an experimental and computational analysis", J. Neurophysiology, 109: pg: 2451-2465, (DOI: 10.1152/jn.01010.2012).
65. Sudakov, I. A., Sukacheva, T.G., (2012), "Issues of Patankar's numerical scheme stability", Computing research and modeling, 4, 4: pg: 827-835, (DOI: ).
66. Cai, M., Tung, K. K., (2012), "Robustness of Dynamical Feedbacks from Radiative Forcing: 2% Solar versus 2xCO2 Experiments in an Idealized GCM", J. Atmospheric Sciences, 69: pg: 2256-2271, (DOI: ).
67. D. Blömker, K.J.H. Law, A.M. Stuart and K. Zygalakis, (2012), "The 3DVAR filter for the Navier-Stokes equation: Accuracy and stability in the limit of high-frequency observations", ICNAAM 2012, AIP Conf. Proc., 1479: pg: 916-919, (DOI: ).
68. Louisos, W. F., Hitt, D. L., & Danforth, C. M., (2013), "Chaotic flow in a 2D natural convection loop with heat flux boundaries", International Journal of Heat and Mass Transfer, 61: pg: 565-576, (DOI: ).
69. Orum, C, Cherkaev, E, Golden, KM, (2012), "Recovery of inclusion separations in strongly heterogeneous composites from effective property measurements", Proceedings of the Royal Society A: Mathematical, Physical & Engineering Sciences, 468: pg: 784-809, (DOI: doi:10.1098/rspa.2011.0527).
70. Brett, C. E. A., Lam, K. F., Law, K. J. H., McCormick, D. S., Scott, M. R., Stuart, A. M., (2013), "Accuracy and Stability of Filters for Dissipative PDEs", Physica D, 245, 1: pg: 34-45, (DOI: ).
71. Ashwin, P., Wieczorek, S., Vitolo, R., & Cox, P. (2012), "Tipping points in open systems: bifurcation, noise-induced and rate-dependent examples in the climate system", Philosophical Transactions of the Royal Society of London A: Mathematical, Physical and Engineering Sciences, 370, 1962: pg: 1166-1184, (DOI: ).
72. Sudakov, I. A., Vakulenko, S. (2014), "A mathematical model for a positive permafrost carbon-­‐climate feedback", IMA Journal of Applied Mathematics, 80, 3: pg: 811-824, (DOI: 10.1093/imamat/hxu010).
73. Kuehn. C. (2013), "A mathematical framework for critical transitions: normal forms, variance and applications.", Journal of Nonlinear Science, 23, 3: pg: 457-510, (DOI: ).
74. Blömker, Dirk, Law, Kody, Stuart, Andrew M, Zygalakis, Konstantinos C, (2013), "Accuracy and stability of the continuous-time 3DVAR filter for the Navier–Stokes equation", Nonlinearity, IOP Publishing, 26, 8: pg: 2193, 0951-7715, (DOI: ).
75. Dodds, Peter S., Mitchell, Lewis, Reagan, Andrew, J., Danforth, Christopher M., (2014), "Tracking the teletherms: spatiotemporal dynamics of the hottest and coldest days of the year", arXiv:1508.05938: (DOI: ).
76. Hairer, Martin, Kelly, David, (2014), "Geometric versus non-geometric rough paths", arXiv.org: University of Warwick, January, (DOI: ).
77. Allgaier, Nicholas A, Harris, Kameron D, Danforth, Christopher M, (2012), "Empirical correction of a toy climate model", Physical Review E, APS, 85, 2: pg: 026201, (DOI: ).
78. Bliss, C. A., Frank, M. R., Danforth, C. M., Dodds, P.S., (2014), "An Evolutionary Algorithm Approach to Link Prediction in Dynamic Social Networks", Journal of Computational Science, 5, 5: pg: 750-764, (DOI: ).
79. Murphy, N.B., Hohenegger, C., Cherkaev, E., Golden, K.M., (2015), "Spectral measure computations for composite media", Communications in Mathematical Sciences, 13, 4: pg: 825-862, (DOI: http://dx.doi.org/10.4310/CMS.2015.v13.n4.a1).
80. Gidea, M, Sieber, J, Silber, M, Wieczorek, S., eds., eds. (2015), "Preface", Communications in Nonlinear Science and Numerical Simulation, Special issue on 'Tipping Points: Fundamentals and Applications', 22, 1-3: pg: 1-1382, (DOI: ).
81. Koll, D. D. B., & Abbot, D. S. (2013), "Why Tropical Sea Surface Temperature is Insensitive to Ocean Heat Transport Changes", Journal of Climate, 26: pg: 6742–6749, (DOI: 10.1175/JCLI-D-13-00192.1).
82. Cox, Graham, Jones, Christopher K. R. T., Marzuola, Jeremy L., (2015), "A Morse Index Theorem for Elliptic Operators on Bounded Domains", Communications in Partial Differential Equations, 40, 8: pg: p.1467-1497, (DOI: ).
83. Slivinski, Laura, Spiller, Elaine, Apte, Amit, Sandstede, Björn, (2015), "A hybrid particle–ensemble Kalman filter for Lagrangian data assimilation", Monthly Weather Review, 143, 1: pg: 195-211, 0027-0644, (DOI: ).
84. Berwald, J., Gidea, M., Vejdemo-Johansson, M., (2015), "Automatic Recognition and Tagging of Topologically Different Regimes in Dynamical Systems", Discontinuity, Nonlinearity and Complexity, 3, 4: pg: 413-426, (DOI: ).
85. Cox, Graham., Jones, Christopher K. R. T., Latushkin, Yuri, and Sukhtayev, Alim, (2014), "The Morse and Maslov indices for multidimensional Schrodinger operators with matrix-valued potentials.": (DOI: arXiv:1404.5981v2).
86. Barry, A. M., McGehee, R., & Widiasih, E., (2014), "A Filippov framework for a conceptual climate model", arXiv:1406.6028: (DOI: ).
87. Aazami, Amir Babak, Cox, Graham, (2014), "Blowup solutions of Jang’s equation near a spacetime singularity", 30, 11: pg: p.115007, (DOI: ).
88. Murphy, N.B., Golden, K.M., (2015), "Random matrix universality for phase transitions in composites", submitted: (DOI: ).
89. Roberts, A., Widiasih, E., Wechselberger, M., Jones, C.K.R.T., (2014), "Mixed mode oscillations in a conceptual climate model", Physica D Nonlinear Phenomena, 292: pg: 70-83, (DOI: ).
90. Walsh, J., Widiasih, E., (2014), "A dynamics approach to a low-order climate model", Discrete and Continuous Dynamical Systems - Series B (DCDS-B), 19, 1: pg: 257 - 279, (DOI: 10.3934/dcdsb.2014.19.257).
91. Cox, Graham, (2014), "Estimation of co 2 flux from targeted satellite observations: a bayesian approach", Inverse Problems, 30, 11: pg: p.114010, (DOI: ).
92. Morawski, D, (2014), "Masters Thesis: Exploring a simple model for Pleistocene glacial variability": (DOI: ).
93. Santitissadeekorn, N., Jones, C.K.R.T., Spiller, E., et al., (2014), "Observing System Simulation Experiments of Cross-Layer Lagrangian Data Assimilation", Dynamics of Atmospheres and Oceans, 66: pg: 77-93, (DOI: ).
94. Salamanca, F., Georgescu, M., Mahalov, A., Moustaoui, M., Wang, M., & Svoma, B. M., (2013), "Assessing summertime urban air conditioning consumption in a semiarid environment", Environmental Research Letters, 8, 3: (DOI: 10.1088/1748-9326/8/3/034022).
95. Widiasih, E. R. (2013), "Dynamics of the Budyko Energy Balance Model Read More: http://epubs.siam.org/doi/abs/10.1137/100812306", SIAM Journal on Applied Dynamical Systems, 12, 4: pg: 2068 - 2092, (DOI: 10.1137/100812306).
96. Santitissadeekorn, N., Jones, C.K.R.T., (2014), "Two-stage filtering for joint state-parameter estimation", arXiv:1403.5989: (DOI: ).
97. Roberts, A., Barry, A.M., McGehee, R., (2014), "On the borderline: sliding canard solutions in the plane", Manuscript in preparation: (DOI: ).
98. Salamanca, F., Georgescu, M., Mahalov, A., Moustaoui, M., & Wang, M., (2014), "Anthropogenic heating of the urban environment due to air conditioning", Journal of Geophysical Research: Atmospheres, 119, 10: pg: 5949-5965, (DOI: 10.1002/2013JD021225).
99. Walsh, J, McGehee, R., (2013), "Modeling Climate Dynamically. The College Mathematics Journal", 44, 5: pg: 350 - 363, (DOI: 10.4169/college.math.j.44.5.350).
100. Rodehacke, C.B., Voigt, A., Ziemen, F., Abbot, D.S., (2013), "An open ocean region in Neoproterozoic glaciations would have to be narrow to allow equatorial ice sheets", Geophys. Res. Lett., 40: pg: 5503-5507, (DOI: 10.1002/2013GL057582).
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