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1. Grudzien, Colin, (2016), "The instability of the Hocking–Stewartson pulse and its geometric phase in the Hopf bundle ", Journal of Computational and Applied Mathematics , : pg: - (DOI: Cited by:
2. Grudzien, Colin J., Bridges, Thomas J., Jones, Christopher K.R.T., (2016), "Geometric phase in the Hopf bundle and the stability of non-linear waves ", Physica D: Nonlinear Phenomena , : pg: - (DOI:
3. Vrettas, M. D., and I. Y. Fung (2015), Toward a new parameterization of hydraulic conductivity in climate models: Simulation of rapid groundwater fluctuations in Northern California, J. Adv. Model. Earth Syst., 07, doi:10.1002/2015MS000516.
4. Slivinski, L.,Spiller, E.T. and Apte, A., (2014), "A hybrid particle-ensemble Kalman filter for high dimensional Lagrangian data assimilation", Lecture Notes in Computer Science, Springer: accepted, . Cited by:
5. Ashwin, Peter, Ditlevsen, Peter, (2015), "The middle Pleistocene transition as a generic bifurcation on a slow manifold", Climate Dynamics, Springer Berlin Heidelberg: pg: 1-13, (DOI: 10.1007/s00382-015-2501-9). Cited by:
6. Ren, Jian, Duan, Jinqiao, Jones, Christopher, (2015), "Approximation of random slow manifolds and settling of inertial particles under uncertainty", Journal of Dynamics and Differential Equations, accepted, : . Cited by:
7. McDougall, Damon, Jones, Christopher, (2015), "Decreasing flow uncertainty in Bayesian inverse problems through Lagrangian drifter control", To appear in Spinger InDAM Volume, : . Cited by:
8. Kelly, David, Law, Kody, Stuart, Andrew, (2014), "Well-posedness and accuracy of the ensemble Kalman filterin discrete and continuous time", Submitted, : . Cited by:
9. Kelly, David, Melbourne, Ian, (2014), "Smooth approximations of stochastic differential equations", Submitted, : . Cited by:
10. Santitissadeekorn, Naratip, Jones, Christopher, (2015), "Two stage filtering for joint state-parameter estimation", Monthly Weather Review, 143: pg: 2028-2042, . Cited by:
11. Santitissadeekorn, Naratip, Jones, Christopher, (2015), "A bimodality trap in model projections", Chaos, 25: pg: 036412, . Cited by:
12. Jones, C.K.R.T, Maultsby, B., (2015), "A dynamical approach to phytoplankton blooms", Discrete and Cointinuous Dynamical Systems, submitted: . Cited by:
13. Meylan, M. H., Yiew, L. J., Bennetts, L. G., French, B. J., Thomas, G. T., (2015), "Surge motion of an ice floe in waves: comparison of theoretical and experimental models", Annals of Glaciology, 56, 69: pg: 107-111, (DOI: 10.3189/2015AoG69A646). Cited by:
14. Bennetts, L. G., O'Farrell, S., Uotila, P., Squire, V. A., (2015), "An idealised wave-ice interaction model without subgrid spatial or temporal discretisations", Annals of Glaciology, 56, 69: pg: 258--262, (DOI: 10.3189/2015AoG69A599). Cited by:
15. Skene, D. M., Bennetts, L. G., Meylan, M. H., Toffoli, A., (2015), "Modelling water wave overwash of a thin floating plate", Journal of Fluid Mechanics, 777: pg: R3
16. Montiel, F., Squire, V. A., Bennetts, L. G., (2015), "Reflection and transmission of ocean wave spectra by a band of randomly distributed ice floes", Annals of Glaciology, 69: pg: 315-322
17. Bennetts, L. G., Alberello, A., Meylan, M. H., Cavaliere, C., Babanin, A. V., Toffoli, A., (2015), "An idealised experimental model of ocean surface wave transmission by an ice floe",, submitted: . Cited by:
18. Meylan, M. H., Bennetts, L. G., Alberello, A., Cavaliere, C., Toffoli, A., (2015), "Experimental and theoretical models of wave-induced flexure of a sea ice floe", Physics of Fluids, 27: pg: 041704, (DOI: 10.1063/1.4916573). Cited by:
19. Bennetts, L. G., Williams, T. D., (2015), "Water wave transmission by an array of floating disks", Proceedings of the Royal Society of London A, 471, 2014069:
20. Bennetts, L. G., Peter, M. A., Chung, H., (2015), "Absence of localisation in ocean wave interactions with a rough seabed in intermediate water depth", Quarterly Journal of Mechanics and Applied Mathematics, 1: pg: 97-113
21. Meylan, M. H., Bennetts, L. G., Kohout, A. L., (2014), "In-situ measurements and analysis of ocean waves in the Antarctic marginal ice zone", Geophysical Research Letters, 14: pg: 5046-5051
22. Barjatia, M., Tasdizen, T., Song, B., Sampson, C., and Golden, K. M., (2014), "Network modeling of Arctic melt ponds", Cold Regions Science and Technology, under review: . Cited by:
23. Golden, K. M., Higham, N. J. with Dennis, M. R. Glendinning, P., Martin, P. A., Santosa, F. and Tanner, J. (2015), "Mathematics of sea ice", The Princeton Companion to Applied Mathematics, Princeton University Press: pg: 698-711, . Cited by:
24. Tung, Ka-Kit, Zhou, Jiansong., (2013), "Using data to attribute episodes of warming and cooling in instrumental records", Proc. National Acad. Sci, : (DOI: 10.1073/pnas.1212471110). Cited by:
25. Joughin, I., Alley, R. B., Holland, D. M., (2012), "Ice sheet response to oceanic forcing", Science, 338, 6111: pg: 1172-1176, (DOI: 10.1126/science.1226481). Cited by:
26. Liang, M.C., Lin, L.C., Tung, K.K., Yung, Y.L., Sun, S., (2013), "Transient climate response in coupled atmosphere-ocean general circulation models", Journal of Atmospheric Sciences, 70: pg: 1291-1296, (DOI: Cited by:
27. Iglesias, Marco A., Law, Kody J. H., Stuart, Andrew M. (2013), "Evaluation of Gaussian approximations for data assimilation in reservoir models", Computational Geosciences, 17, 5: pg: 851-885, . Cited by:
28. Law, K.J.H., Stuart, A.M., (2012), "Evaluating Data Assimilation Algorithms", Monthly Weather Review, 140: pg: 3757–3782, (DOI: Cited by:
29. Reagan, A., (2014), "Master's Thesis: Predicting Flow Reversals in a Computational Fluid Dynamics Simulated Thermosyphon using Data Assimilation", : University of Vermont, . Cited by:
30. Fehrenbacher, J. S., Martin, P. A., (2011), "Western equatorial Pacific deep water carbonate chemistry during the Last Glacial Maximum and deglaciation: Using planktic foraminiferal Mg/Ca to reconstruct sea surface temperature and seafloor dissolution", Paleoceanography, 26, 2: . Cited by:
31. Law, K.J.H., Shukla, A., Stuart, A.M., (2014), "Analysis of the 3DVAR Filter for the Partially Observed Lorenz ’63 Model", Discrete and Continuous Dynamical Systems, 34, 3: pg: 1061–1078, (DOI: doi:10.3934/dcds.2014.34.1061). Cited by:
32. Kelly, D., (2014), "Rough path recursions and diffusion approximations", arXiv:1402.3188, : . Cited by:
33. Kuehn, C., (2012), "Time-scale and noise optimality in self-organized critical adaptive networks", Physical Review E, 85, 2: pg: 026103, . Cited by:
34. Cox, Graham, (2014), "The L2 - essential spectrum of the linearized 2D Euler operator", J. Mathematical Fluid Mechanics, 16, 3: pg: 419-429, . Cited by:
35. Plotkin, D., Weare, J., Abbot, D.S., (2014), "Distinguishing meanders of the Kuroshio using machine learning", Journal of Geophysical Research Oceans, 119, 10: pg: 6593–6604, (DOI: 10.1002/2014JC010128). Cited by:
36. Tzou, J. C., Ma, Y.-P., Bayliss, A., Matkowsky, B. J., Volpert, V. A. (2013), "Homoclinic snaking near a codimension-two Turing-Hopf bifurcation point in the Brusselator model", : (DOI: Cited by:
37. Liu, D., Zhu, J., & Golden, K. M., (2014), " Inversion of temperature data to recover advection-enhanced thermal conductivity in sea ice.", Manuscript in preparation., : . Cited by:
38. Iglesias, M.A., Law, K.J.H, Stuart, A.M., (2013), "Ensemble Kalman methods for inverse problems", Inverse Problems, 29, 4: . Cited by:
39. Harris, K.D., Ridouane, E.H., Hitt, D.L., Danforth, D.M., (2012), "Predicting Flow Reversals in Chaotic Natural Convection using Data Assimilation", Tellus A, 64: . Cited by:
40. Cox, Graham, (2012), "Large-time uniqueness in a data assimilation problem for Burgers' equation", arXiv:1207.4782, : . Cited by:
41. Murphy, NB, Golden, KM, (2012), "The Ising model and critical behavior of transport in binary composite media", Journal of Mathematical Physics, AIP Publishing, 53, 6: pg: 063506, 0022-2488, . Cited by:
42. Abramov, R. V., & Kjerland, M. P., (2013), "The response of reduced models of multiscale dynamics to small external perturbations", arXiv, : (DOI: 1305.0862). Cited by:
43. Christopher K. R. T. Jones, (2012), "Lagrangian Data Assimilation in Ocean Modeling", SIAM News, Society for Industrial and Applied Mathematics: . Cited by:
44. de Saedeleer, B, Crucifix, M, Wieczorek, S, (2013), " Is the astronomical forcing a reliable and unique pacemaker for Climate? A conceptual model study", Climate Dynamics, 40, 1-2: pg: 273-294, (DOI: 10.1007/s00382-012-1316-1). Cited by:
45. Pampell, A., Aceves, A., Srinivasan, G., (2014), "Predicting Dynamic Trends of the Atlantic Meridional Overturning Circulation for Transient and Stochastic Forcing Effects", SIAM/ASA Journal on Uncertainty Quantification, Society for Industrial and Applied Mathematics, 2, 1: pg: 585-606, 2166-2525, (DOI: 10.1137/130930819). Cited by:
46. Christopher K. R. T. Jones, (2011), "Will Climate Change Mathematics?", IMA Journal on Applied Mathematics, : . Cited by:
47. 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, . Cited by:
48. 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, . Cited by:
49. 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, . Cited by:
50. 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., . Cited by:
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