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Issue DateTitleAuthor(s)Citation
2005An application of the inverse scattering transform to the modified intermediate long wave equationCosgrove, Christopher; Scoufis, George; Mathematics & StatisticsAn application of the inverse scattering transform to the modified intermediate long wave equation, Journal of Mathematical Physics, vol.46,(10),2005,pp 103501-1-103501-39
2005Bifurcations in reaction-diffusion systems in chaotic flowsGottwald, Georg; Menon, Shakti; Mathematics & Statistics; Mathematics & StatisticsBifurcations in reaction-diffusion systems in chaotic flows, Physical Review E, vol.71,(6),2005,pp 066201-1-066201-7
2005Testing for chaos in deterministic systems with noiseGottwald, Georg; Melbourne, Ian; Mathematics & StatisticsTesting for chaos in deterministic systems with noise, Physica D: Nonlinear Phenomena, vol.212,(1-2),2005,pp 100-110
2005A robust numerical method to study oscillatory instability of gap solitary wavesGottwald, Georg; Derks, Gianne; Mathematics & StatisticsA robust numerical method to study oscillatory instability of gap solitary waves, SIAM Journal on Applied Dynamical Systems, vol.4,(1),2005,pp 140-158
2005Approach for maximizing chaotic mixing in microfluidic devicesBalasuriya, Sanjeeva; Mathematics & StatisticsApproach for maximizing chaotic mixing in microfluidic devices, Physics of Fluids, vol.17,(11),2005,pp 1181031-1-1181031-4
2005Limit-cycle oscillations of a heavy whirling cable subject to aerodynamic dragClark, James; Fraser, W Barrie; Rahn, Christopher; Rajamani, Arun; Mathematics & Statistics; Mathematics & StatisticsLimit-cycle oscillations of a heavy whirling cable subject to aerodynamic drag, Proceedings of The Royal Society A. Mathematical, Physical and Engineering Sciences, vol.461,(2055),2005,pp 875-893
2005The parametrically excited upside-down rod: an elastic jointed pendulum modelFraser, W Barrie; Acheson, David; Champneys, Alan R.; Galan, Jorge; Mathematics & StatisticsThe parametrically excited upside-down rod: an elastic jointed pendulum model, Journal of Sound and Vibration, vol.280,(01-Feb),2005,pp 359-377
2008Bifurcation analysis of a normal form for excitable media: Are stable dynamical alternans on a ring possible?Gottwald, Georg; Mathematics & StatisticsBifurcation analysis of a normal form for excitable media: Are stable dynamical alternans on a ring possible?, Chaos: an interdisciplinary journal of nonlinear science, vol.18, 1, 2008,pp 013129-1-013129-17
2007Bifurcations of flame filaments in chaotically mixed combustion reactionsGottwald, Georg; Menon, Shakti; Mathematics & Statistics; Mathematics & StatisticsBifurcations of flame filaments in chaotically mixed combustion reactions, Physical Review E, vol.75,(1),2007,pp 016209-1-016209-13
2006Chaotic attractors of relaxation oscillatorsWechselberger, Martin; Guckenheimer, John; Young, Lai-Sang; Mathematics & StatisticsChaotic attractors of relaxation oscillators, Nonlinearity, vol.19,(3),2006,pp 701-720