Items where Subject is "D - G > Dynamical systems and ergodic theory"
Group by: Creators | Item Type
Number of items at this level: 37.
Ball, J. M. (1997) Continuity Properties and Global Attractors of Generalized Semiflows and the Navier-Stokes Equations. Journal of Nonlinear Science, 7 (5). pp. 475-502. ISSN 0938-8974 (Paper) 1432-1467 (Online)
Ball, J. M. (2002) Some open problems in elasticity. In: Geometry, Mechanics, and Dynamics. Springer-Verlag New York, New York, pp. 3-59. ISBN 0387955186
Casati, B. (2000) Sampling the sensitivity of climate models. Masters thesis, University of Oxford.
Cropp, Roger and Norbury, John and Gabric, Albert J. and Braddock, Roger D. (2004) Modeling dimethylsulphide production in the upper ocean. Global Biogeochemical Cycles, 18 (GB3005).
Embree, Mark (2001) The Tortoise and the Hare restart GMRES. Technical Report. Unspecified. (Submitted)
Flach, E. H. and Schnell, S. and Norbury, John (2006) Limit cycles in the presence of convection, a first order analysis. Journal of Mathematical Chemistry . (In Press)
Flach, E. H. and Schnell, S. and Norbury, John (2006) Turing pattern outside of the Turing domain. Applied Mathematics Letters . (In Press)
Flynn, E. V. and Poonen, B. and Schaefer, E. F. (1997) Cycles of quadratic polynomials and rational points on a genus 2 curve. Duke Mathematical Journal, 90 . pp. 435-463. ISSN 0012-7094
Fowler, A. C. and Gibbon, J. D. and McGuinness, M. J. (1982) The complex Lorenz equations. Physica D, 4 . pp. 139-163.
Fowler, A. C. and Gibbon, J. D. and McGuinness, M. J. (1983) The real and complex Lorenz equations and their relevance to physical systems. Physica D, 7 . pp. 126-134.
Fowler, A. C. and McGuinness, M. J. (1984) On the nature of the torus in the complex Lorenz equations. SIAM J. Appl. Math., 44 . pp. 681-700.
Fowler, A. C. and McGuinness, M. J. (1982) A description of the Lorenz attractor at high Prandtl number. Physica D, 5 . pp. 149-182.
Giesl, Peter and Wendland, Holger (2010) Numerical determination of the basin of attraction for exponentially asymptotically autonomous dynamical systems. Technical Report. UNSPECIFIED. (Unpublished)
Gilmour, I. (1995) Coupled fluctuations of blood pressure and heart rate time series. Masters thesis, University of Oxford.
Gilmour, I. (1999) Nonlinear model evaluation: shadowing, probabilistic prediction and weather forecasting. PhD thesis, University of Oxford.
Hauser, Raphael and Nedic, Jelena (2004) On the relationship between convergence rates of discrete and continuous dynamical systems. Technical Report. Unspecified. (Submitted)
Kalamangalam, G. P. (1995) Nonlinear oscillations and chaos in chemical cardiorespiratory control. PhD thesis, University of Oxford.
Letellier, C. and Moroz, I. M. and Gilmore, R. (2008) A Comparison of Tests for Embeddings. Phys. Rev E, 78 .
Little, M. A. and Heesch, D. (2004) Chaotic root-finding for a small class of polynomials. Journal of Difference Equations and Applications, 10 (11). pp. 949-953. ISSN 1023-6198
Little, M. A. and Moroz, I. M. and McSharry, P. E. and Roberts, S. J. (2004) Variational integration for speech signal processing. In: Proceedings of IMA Conference on Mathematics in Signal Processing VI, December 2004, Cirencester, UK.
Little, Max and McSharry, Patrick E. and Moroz, Irene M. and Roberts, Stephen J. (2006) Testing the assumptions of linear prediction analysis in normal vowels. Journal of the Acoustical Society of America, 119 (1). pp. 549-558.
Machete, R. L. (2007) Modelling a Moore-Spiegel Electronic Circuit: the imperfect model scenario. PhD thesis, University of Oxford.
Machete, R. L. and Moroz, I. M. (2005) Recurrence analysis of a Moore-Spiegel electronic circuit. In: Fifth EUROMECH Nonlinear Dynamics Conference, 7-12 August 2005, Eindhoven, The Netherlands.
McMillan, E. (2003) Atomistic to continuum models for crystals. PhD thesis, University of Oxford.
Moroz, I. M. (2004) The Malkus-Robbins dynamo with a nonlinear motor. International Journal of Bifurcation and Chaos, 14 (8). pp. 2885-2892.
Moroz, I. M. (2005) Unstable periodic orbits of perturbed Lorenz equations. In: Fifth EUROMECH Nonlinear Dynamics Conference, 7-12 August 2005, Eindhoven, The Netherlands.
Moroz, I. M. and Letellier, C. and Gilmore, R. (2007) When are projections also embeddings? Physical Review E, 75 (4).
Moroz, Irene M. (2007) The Hide,Skeldon,Acheson dynamo revisited. Proceedings of the Royal Society A, 463 (2077). pp. 113-130. ISSN 1364-5021 (Paper) 1471-2946 (Online)
Moroz, Irene M. (2003) The Malkus–Robbins dynamo with a linear series motor. International Journal of Bifurcation and Chaos, 13 (1). pp. 147-161.
Moroz, Irene M. (2004) The extended Malkus-Robbins dynamo as a perturbed Lorenz system. Nonlinear Dynamics . (Submitted)
Moroz, Irene M. (2005) The extended Malkus-Robbins dynamo as a perturbed Lorenz system. Nonlinear Dynamics, 41 (1-3). pp. 191-210.
Orphanidou, C. and Moroz, I. M. and Roberts, S. J. (2003) Voice morphing using the generative topographic mapping. In: International Conference on Computer, Communication and Control Technologies, 2003, Florida, USA.
Orphanidou, C. and Moroz, I. M. and Roberts, S. J. (2004) Wavelet-based voice morphing. WSEAS Journal on Systems, 10 (3). pp. 3297-3302.
Sengul, Yasemin (2010) Well-posedness of dynamics of microstructure in solids. PhD thesis, University of Oxford.
Whitehouse, S. G. (1999) POD-Galerkin modelling of the Martian atmosphere. PhD thesis, University of Oxford.
Whitehouse, S. G. (1995) Phase-amplitude dynamics of the Ginzburg-Landau equation with rapid forcing. Masters thesis, University of Oxford.
Whitehouse, S. G. and Lewis, S. R. and Moroz, I. M. and Read, P. L. (2005) A simplified model of the Martian atmosphere - Part 2: a POD-Galerkin analysis. Nonlinear Processes in Geophysics, 12 . pp. 625-642.