A numerical approach to the study of spatial pattern formation in the ligaments of arcoid bivalves
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Pigmentation pattern formation in butterflies: experiments and models
Nijhout, H Maini, P Madzvamuse, A Wathen, A Sekimura, T COMPTES RENDUS BIOLOGIES volume 326 issue 8 717-727 (2003) doi:10.1016/j.crvi.2003.08.004
Modelling foam drainage
Breward, C Darton, R Howell, P Ockendon, J INST CHEM E 1009-1019 (1997)
Modelling foam drainage
Breward, C Darton, R Howell, P Ockendon, J INST CHEM E 1009-1019 (1997)
NORMAL SUPERCONDUCTING TRANSITIONS IN LANDAU-GINZBURG THEORY
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MACROSCOPIC MODELS FOR SUPERCONDUCTIVITY
CHAPMAN, S HOWISON, S OCKENDON, J SIAM REVIEW volume 34 issue 4 529-560 (1992) doi:10.1137/1034114
Stokes phenomenon and matched asymptotic expansions
Olde Daalhuis, A Chapman, S King, J Ockendon, J Tew, R SIAM Journal on Applied Mathematics volume 55 issue 6 1469-1483 (01 Jan 1995) doi:10.1137/S0036139994261769
Vortices, dislocations and line singularities in partial differential equations - Discussion held 8 and 9 October 1996 - Preface
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Asymptotics of violent surface motion
Chapman, S Gillow, K Howison, S Ockendon, J Philosophical Transactions of the Royal Society A Mathematical Physical and Engineering Sciences volume 355 issue 1724 679-685 (15 Mar 1997) doi:10.1098/rsta.1997.0033
Dynamics of line singularities
Carpio, A Chapman, S Howison, S Ockendon, J Philosophical Transactions of the Royal Society A Mathematical Physical and Engineering Sciences volume 355 issue 1731 2013-2024 (15 Oct 1997) doi:10.1098/rsta.1997.0103
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