Differential equations and mathematical biology DS Jones, M Plank, BD Sleeman Chapman and Hall/CRC, 2009 | 587 | 2009 |
Mathematical modeling of capillary formation and development in tumor angiogenesis: penetration into the stroma HA Levine, S Pamuk, BD Sleeman, M Nilsen-Hamilton Bulletin of mathematical biology 63 (5), 801-863, 2001 | 318 | 2001 |
A system of reaction diffusion equations arising in the theory of reinforced random walks BD Sleeman, HA Levine SIAM Journal on Applied Mathematics 57 (3), 683-730, 1997 | 317 | 1997 |
Uniqueness theorems for the inverse problem of acoustic scattering D Colton, BD Sleeman IMA journal of applied mathematics 31 (3), 253-259, 1983 | 217 | 1983 |
A mathematical model for the roles of pericytes and macrophages in the initiation of angiogenesis. I. The role of protease inhibitors in preventing angiogenesis HA Levine, BD Sleeman, M Nilsen-Hamilton Mathematical biosciences 168 (1), 77-115, 2000 | 201 | 2000 |
The interior transmission problem and inverse scattering from inhomogeneous media BP Rynne, BD Sleeman SIAM journal on mathematical analysis 22 (6), 1755-1762, 1991 | 190 | 1991 |
Mathematical modeling of the onset of capillary formation initiating angiogenesis HA Levine, BD Sleeman, M Nilsen-Hamilton Journal of Mathematical Biology 42, 195-238, 2001 | 189 | 2001 |
Multiparameter spectral theory in Hilbert space BD Sleeman Journal of Mathematical Analysis and Applications 65 (3), 511-530, 1978 | 181 | 1978 |
Lattice and non-lattice models of tumour angiogenesis MJ Plank, BD Sleeman Bulletin of mathematical biology 66, 1785-1819, 2004 | 158 | 2004 |
Inverse nodal problems for Sturm-Liouville equations with eigenparameter dependent boundary conditions PJ Browne, BD Sleeman Inverse problems 12 (4), 377, 1996 | 146 | 1996 |
A reinforced random walk model of tumour angiogenesis and anti‐angiogenic strategies MJ Plank, BD Sleeman Mathematical medicine and biology: a journal of the IMA 20 (2), 135-181, 2003 | 138 | 2003 |
A mathematical model of tumour angiogenesis incorporating cellular traction and viscoelastic effects MJ Holmes, BD Sleeman Journal of theoretical biology 202 (2), 95-112, 2000 | 134 | 2000 |
Nematode movement along a chemical gradient in a structurally heterogeneous environment. 2. Theory ARA Anderson, BD Sleeman, IM Young, BS Griffiths Fundamental and applied nematology 20 (2), 165-172, 1997 | 133* | 1997 |
Modelling the growth of solid tumours and incorporating a method for their classification using nonlinear elasticity theory MAJ Chaplain, BD Sleeman Journal of mathematical biology 31, 431-473, 1993 | 126 | 1993 |
A mathematical model of tumour angiogenesis, regulated by vascular endothelial growth factor and the angiopoietins MJ Plank, BD Sleeman, PF Jones Journal of theoretical biology 229 (4), 435-454, 2004 | 100 | 2004 |
Partial differential equations of chemotaxis and angiogenesis BD Sleeman, HA Levine Mathematical methods in the applied sciences 24 (6), 405-426, 2001 | 100 | 2001 |
The inverse problem of acoustic scattering BD Sleeman IMA Journal of Applied Mathematics 29 (2), 113-142, 1982 | 100 | 1982 |
Reconstruction of an acoustically sound-soft obstacle from one incident field and the far-field pattern T Johansson, BD Sleeman IMA Journal of Applied Mathematics 72 (1), 96-112, 2007 | 96 | 2007 |
Tumour‐induced angiogenesis: a review MJ Plank, BD Sleeman Computational and Mathematical Methods in Medicine 5 (3-4), 137-153, 2003 | 87 | 2003 |
A mathematical analysis of a model for tumour angiogenesis MAJ Chaplain, SM Giles, BD Sleeman, RJ Jarvis Journal of mathematical biology 33, 744-770, 1995 | 78 | 1995 |