1. Introduction P. Aston; 2. Global dynamics of driven oscillators J. M. T. Thompson; 3. Global perturbation methods, orbits homoclinic to resonances, and applications S. Wiggins; 4. Nonlinear elasticity and materials science: a survey of recent developments J. M. Ball; 5. Ladder methods for the 2 and 3-dimensional incompressible Navier-Stokes equations J. D. Gibbon; 6. Nonlinear mathematics in practice: steady bifurcation phenomena, low dimensional dynamics and chaos T. Mullin; 7. Weak and strong nonlinearity in boundary layer transition F. T. Smith; 8. Instability of waves T. J. Bridges; 9. Grazing bifurcations in discontinuous dynamical systems C. J. Budd; 10. Tumour growth and angiogenesis: a case study in mathematical biology B. D. Sleeman.
1. Introduction P. Aston; 2. Global dynamics of driven oscillators J. M. T. Thompson; 3. Global perturbation methods, orbits homoclinic to resonances, and applications S. Wiggins; 4. Nonlinear elasticity and materials science: a survey of recent developments J. M. Ball; 5. Ladder methods for the 2 and 3-dimensional incompressible Navier-Stokes equations J. D. Gibbon; 6. Nonlinear mathematics in practice: steady bifurcation phenomena, low dimensional dynamics and chaos T. Mullin; 7. Weak and strong nonlinearity in boundary layer transition F. T. Smith; 8. Instability of waves T. J. Bridges; 9. Grazing bifurcations in discontinuous dynamical systems C. J. Budd; 10. Tumour growth and angiogenesis: a case study in mathematical biology B. D. Sleeman.
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