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Results: 1-13 |
Results: 13
Spatio-temporal pattern formation in a nonlocal reaction-diffusion equation
Authors: Gourley, SA Chaplain, MAJ Davidson, FA
Citation: Sa. Gourley et al., Spatio-temporal pattern formation in a nonlocal reaction-diffusion equation, DYN SYST, 16(2), 2001, pp. 173-192
An analysis of a mathematical model of trophoblast invasion
Authors: Byrne, HM Chaplain, MAJ Pettet, GJ McElwain, DLS
Citation: Hm. Byrne et al., An analysis of a mathematical model of trophoblast invasion, APPL MATH L, 14(8), 2001, pp. 1005-1010
A positive splitting method for mixed hyperbolic-parabolic systems
Authors: Gerisch, A Griffiths, DF Weiner, R Chaplain, MAJ
Citation: A. Gerisch et al., A positive splitting method for mixed hyperbolic-parabolic systems, NUMER M P D, 17(2), 2001, pp. 152-168
A new mathematical model for avascular tumour growth
Authors: Sherratt, JA Chaplain, MAJ
Citation: Ja. Sherratt et Maj. Chaplain, A new mathematical model for avascular tumour growth, J MATH BIOL, 43(4), 2001, pp. 291-312
Spatio-temporal pattern formation on spherical surfaces: numerical simulation and application to solid tumour growth
Authors: Chaplain, MAJ Ganesh, M Graham, IG
Citation: Maj. Chaplain et al., Spatio-temporal pattern formation on spherical surfaces: numerical simulation and application to solid tumour growth, J MATH BIOL, 42(5), 2001, pp. 387-423
A gradient-driven mathematical model of antiangiogenesis
Authors: Anderson, ARA Chaplain, MAJ Garcia-Reimbert, C Vargas, CA
Citation: Ara. Anderson et al., A gradient-driven mathematical model of antiangiogenesis, MATH COMP M, 32(10), 2000, pp. 1141-1152
Travelling waves in a model of species migration
Authors: Feltham, DL Chaplain, MAJ
Citation: Dl. Feltham et Maj. Chaplain, Travelling waves in a model of species migration, APPL MATH L, 13(7), 2000, pp. 67-73
Steady-state solutions of a generic model for the formation of capillary networks
Authors: Davidson, FA Anderson, ARA Chaplain, MAJ
Citation: Fa. Davidson et al., Steady-state solutions of a generic model for the formation of capillary networks, APPL MATH L, 13(5), 2000, pp. 127-132
Analytical solutions of a minimal model of species migration in a bounded domain
Authors: Feltham, DL Chaplain, MAJ
Citation: Dl. Feltham et Maj. Chaplain, Analytical solutions of a minimal model of species migration in a bounded domain, J MATH BIOL, 40(4), 2000, pp. 321-342
Mathematical modelling of angiogenesis
Authors: Chaplain, MAJ
Citation: Maj. Chaplain, Mathematical modelling of angiogenesis, J NEURO-ONC, 50(1-2), 2000, pp. 37-51
Does breast cancer exist in a state of chaos?
Authors: Baum, M Chaplain, MAJ Anderson, ARA Douek, M Vaidya, JS
Citation: M. Baum et al., Does breast cancer exist in a state of chaos?, EUR J CANC, 35(6), 1999, pp. 886-891
A mathematical analysis of a model for capillary network formation in the absence of endothelial cell proliferation
Authors: Sleeman, BD Anderson, ARA Chaplain, MAJ
Citation: Bd. Sleeman et al., A mathematical analysis of a model for capillary network formation in the absence of endothelial cell proliferation, APPL MATH L, 12(8), 1999, pp. 121-127
Introduction
Authors: Chaplain, MAJ
Citation: Maj. Chaplain, Introduction, MATH MOD M, 9(4), 1999, pp. III-V
Risultati: 1-13 |