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Results: 1-24 |
Results: 24
COUNTING FUNCTION ASYMPTOTICS AND THE WEAK WEYL-BERRY CONJECTURE FOR CONNECTED DOMAINS WITH FRACTAL BOUNDARIES
Authors: CHEN H SLEEMAN BD
Citation: H. Chen et Bd. Sleeman, COUNTING FUNCTION ASYMPTOTICS AND THE WEAK WEYL-BERRY CONJECTURE FOR CONNECTED DOMAINS WITH FRACTAL BOUNDARIES, Acta Mathematica Sinica, New Series, 14(2), 1998, pp. 261-276
FLUID TRANSPORT IN VASCULARIZED TUMORS AND METASTASIS
Authors: SLEEMAN BD NIMMO HR
Citation: Bd. Sleeman et Hr. Nimmo, FLUID TRANSPORT IN VASCULARIZED TUMORS AND METASTASIS, IMA journal of mathematics applied in medicine and biology, 15(1), 1998, pp. 53-63
NEMATODE MOVEMENT ALONG A CHEMICAL GRADIENT IN A STRUCTURALLY HETEROGENEOUS ENVIRONMENT .1. EXPERIMENT
Authors: ANDERSON ARA YOUNG IM SLEEMAN BD GRIFFITHS BS ROBERTSON WM
Citation: Ara. Anderson et al., NEMATODE MOVEMENT ALONG A CHEMICAL GRADIENT IN A STRUCTURALLY HETEROGENEOUS ENVIRONMENT .1. EXPERIMENT, Fundamental and applied nematology, 20(2), 1997, pp. 157-163
NEMATODE MOVEMENT ALONG A CHEMICAL GRADIENT IN A STRUCTURALLY HETEROGENEOUS ENVIRONMENT .2. THEORY
Authors: ANDERSON ARA SLEEMAN BD YOUNG IM GRIFFITHS BS
Citation: Ara. Anderson et al., NEMATODE MOVEMENT ALONG A CHEMICAL GRADIENT IN A STRUCTURALLY HETEROGENEOUS ENVIRONMENT .2. THEORY, Fundamental and applied nematology, 20(2), 1997, pp. 165-172
AGGREGATION AND COLLAPSE OF FUNGAL WALL VESICLES IN HYPHAL TIPS - A MODEL FOR THE ORIGIN OF THE SPITZENKORPER
Authors: REGALADO CM SLEEMAN BD RITZ K
Citation: Cm. Regalado et al., AGGREGATION AND COLLAPSE OF FUNGAL WALL VESICLES IN HYPHAL TIPS - A MODEL FOR THE ORIGIN OF THE SPITZENKORPER, Philosophical transactions-Royal Society of London. Biological sciences, 352(1364), 1997, pp. 1963-1974
TRAVELING WAVES AND PATTERN-FORMATION IN A MODEL FOR FUNGAL DEVELOPMENT
Authors: DAVIDSON FA SLEEMAN BD RAYNER ADM CRAWFORD JW RITZ K
Citation: Fa. Davidson et al., TRAVELING WAVES AND PATTERN-FORMATION IN A MODEL FOR FUNGAL DEVELOPMENT, Journal of mathematical biology, 35(5), 1997, pp. 589-608
TRAVELING WAVES IN A REACTION-DIFFUSION SYSTEM MODELING FUNGAL MYCELIA
Authors: DAVIDSON FA SLEEMAN BD CRAWFORD JW
Citation: Fa. Davidson et al., TRAVELING WAVES IN A REACTION-DIFFUSION SYSTEM MODELING FUNGAL MYCELIA, IMA journal of applied mathematics, 58(3), 1997, pp. 237-257
A UNIQUENESS THEOREM FOR INVERSE EIGENPARAMETER DEPENDENT STURM-LIOUVILLE PROBLEMS
Authors: BROWNE PJ SLEEMAN BD
Citation: Pj. Browne et Bd. Sleeman, A UNIQUENESS THEOREM FOR INVERSE EIGENPARAMETER DEPENDENT STURM-LIOUVILLE PROBLEMS, Inverse problems, 13(6), 1997, pp. 1453-1462
A SYSTEM OF REACTION-DIFFUSION EQUATIONS ARISING IN THE THEORY OF REINFORCED RANDOM-WALKS
Authors: LEVINE HA SLEEMAN BD
Citation: Ha. Levine et Bd. Sleeman, A SYSTEM OF REACTION-DIFFUSION EQUATIONS ARISING IN THE THEORY OF REINFORCED RANDOM-WALKS, SIAM journal on applied mathematics, 57(3), 1997, pp. 683-730
CONTEXT-DEPENDENT MACROSCOPIC PATTERNS IN GROWING AND INTERACTING MYCELIAL NETWORKS
Authors: DAVIDSON FA SLEEMAN BD RAYNER ADM CRAWFORD JW RITZ K
Citation: Fa. Davidson et al., CONTEXT-DEPENDENT MACROSCOPIC PATTERNS IN GROWING AND INTERACTING MYCELIAL NETWORKS, Proceedings - Royal Society. Biological Sciences, 263(1372), 1996, pp. 873-880
THE ORIGINS OF SPATIAL HETEROGENEITY IN VEGETATIVE MYCELIA - A REACTION-DIFFUSION MODEL
Authors: REGALADO CM CRAWFORD JW RITZ K SLEEMAN BD
Citation: Cm. Regalado et al., THE ORIGINS OF SPATIAL HETEROGENEITY IN VEGETATIVE MYCELIA - A REACTION-DIFFUSION MODEL, Mycological research, 100, 1996, pp. 1473-1480
LARGE-SCALE BEHAVIOR OF FUNGAL MYCELIA
Authors: DAVIDSON FA SLEEMAN BD RAYNER ADM CRAWFORD JW RITZ K
Citation: Fa. Davidson et al., LARGE-SCALE BEHAVIOR OF FUNGAL MYCELIA, Mathematical and computer modelling, 24(10), 1996, pp. 81-87
INVERSE NODAL PROBLEMS FOR STURM-LIOUVILLE EQUATIONS WITH EIGENPARAMETER DEPENDENT BOUNDARY-CONDITIONS
Authors: BROWNE PJ SLEEMAN BD
Citation: Pj. Browne et Bd. Sleeman, INVERSE NODAL PROBLEMS FOR STURM-LIOUVILLE EQUATIONS WITH EIGENPARAMETER DEPENDENT BOUNDARY-CONDITIONS, Inverse problems, 12(4), 1996, pp. 377-381
COMPLEXITY IN SPATIOTEMPORAL DYNAMICS
Authors: ROD DL SLEEMAN BD
Citation: Dl. Rod et Bd. Sleeman, COMPLEXITY IN SPATIOTEMPORAL DYNAMICS, Proceedings of the Royal Society of Edinburgh. Section A. Mathematics, 125, 1995, pp. 959-974
A MATHEMATICAL-ANALYSIS OF A MODEL FOR TUMOR ANGIOGENESIS
Authors: CHAPLAIN MAJ GILES SM SLEEMAN BD JARVIS RJ
Citation: Maj. Chaplain et al., A MATHEMATICAL-ANALYSIS OF A MODEL FOR TUMOR ANGIOGENESIS, Journal of mathematical biology, 33(7), 1995, pp. 744-770
FRACTAL DRUMS AND THE N-DIMENSIONAL MODIFIED WEYL-BERRY CONJECTURE
Authors: HUA C SLEEMAN BD
Citation: C. Hua et Bd. Sleeman, FRACTAL DRUMS AND THE N-DIMENSIONAL MODIFIED WEYL-BERRY CONJECTURE, Communications in Mathematical Physics, 168(3), 1995, pp. 581-607
SUBSOLUTIONS AND SUPER SOLUTIONS TO SYSTEMS OF PARABOLIC EQUATIONS WITH APPLICATIONS TO GENERALIZED FUJITA-TYPE SYSTEMS
Authors: LU G SLEEMAN BD
Citation: G. Lu et Bd. Sleeman, SUBSOLUTIONS AND SUPER SOLUTIONS TO SYSTEMS OF PARABOLIC EQUATIONS WITH APPLICATIONS TO GENERALIZED FUJITA-TYPE SYSTEMS, Mathematical methods in the applied sciences, 17(13), 1994, pp. 1005-1016
SUBSOLUTIONS AND SUPER SOLUTIONS TO SYSTEMS OF PARABOLIC EQUATIONS WITH APPLICATIONS TO GENERALIZED FUJITA-TYPE SYSTEMS
Authors: LU G SLEEMAN BD
Citation: G. Lu et Bd. Sleeman, SUBSOLUTIONS AND SUPER SOLUTIONS TO SYSTEMS OF PARABOLIC EQUATIONS WITH APPLICATIONS TO GENERALIZED FUJITA-TYPE SYSTEMS, Mathematical methods in the applied sciences, 17(13), 1994, pp. 1005-1016
A QUALITATIVE STUDY OF A TRIGONOMETRIC AUTONOMOUS SYSTEM
Authors: SLEEMAN BD TIAN JH LIU SZ
Citation: Bd. Sleeman et al., A QUALITATIVE STUDY OF A TRIGONOMETRIC AUTONOMOUS SYSTEM, Journal of mathematical analysis and applications, 181(3), 1994, pp. 701-715
MAXIMUM-PRINCIPLES AND COMPARISON-THEOREMS FOR SEMILINEAR PARABOLIC-SYSTEMS AND THEIR APPLICATIONS
Authors: LU G SLEEMAN BD
Citation: G. Lu et Bd. Sleeman, MAXIMUM-PRINCIPLES AND COMPARISON-THEOREMS FOR SEMILINEAR PARABOLIC-SYSTEMS AND THEIR APPLICATIONS, Proceedings of the Royal Society of Edinburgh. Section A. Mathematics, 123, 1993, pp. 857-885
MODELING THE GROWTH OF SOLID TUMORS AND INCORPORATING A METHOD FOR THEIR CLASSIFICATION USING NONLINEAR ELASTICITY THEORY
Authors: CHAPLAIN MAJ SLEEMAN BD
Citation: Maj. Chaplain et Bd. Sleeman, MODELING THE GROWTH OF SOLID TUMORS AND INCORPORATING A METHOD FOR THEIR CLASSIFICATION USING NONLINEAR ELASTICITY THEORY, Journal of mathematical biology, 31(5), 1993, pp. 431-473
PERMANENCE IN KOLMOGOROV COMPETITION MODELS WITH DIFFUSION
Authors: ZHAO XQ SLEEMAN BD
Citation: Xq. Zhao et Bd. Sleeman, PERMANENCE IN KOLMOGOROV COMPETITION MODELS WITH DIFFUSION, IMA journal of applied mathematics, 51(1), 1993, pp. 1-11
ON THE RELATION BETWEEN NUMBER SIZE DISTRIBUTIONS AND THE FRACTAL DIMENSION OF AGGREGATES
Authors: CRAWFORD JW SLEEMAN BD YOUNG IM
Citation: Jw. Crawford et al., ON THE RELATION BETWEEN NUMBER SIZE DISTRIBUTIONS AND THE FRACTAL DIMENSION OF AGGREGATES, Journal of soil science, 44(4), 1993, pp. 555-565
NONEXISTENCE OF GLOBAL-SOLUTIONS TO SYSTEMS OF SEMILINEAR PARABOLIC EQUATIONS
Authors: GANG L SLEEMAN BD
Citation: L. Gang et Bd. Sleeman, NONEXISTENCE OF GLOBAL-SOLUTIONS TO SYSTEMS OF SEMILINEAR PARABOLIC EQUATIONS, Journal of differential equations, 104(1), 1993, pp. 147-168
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