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Volumn 367, Issue 1908, 2009, Pages 4877-4886
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Mathematical modelling of atherosclerosis as an inflammatory disease
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Author keywords
Atherosclerosis; Biomathematics; Mathematical modelling; Partial differential equations; Reaction diffusion equations; Travelling waves
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Indexed keywords
BLOOD VESSELS;
BODY FLUIDS;
BOUNDARY CONDITIONS;
COMPUTATIONAL FLUID DYNAMICS;
CONCENTRATION (PROCESS);
DIFFUSION IN LIQUIDS;
EMPLOYMENT;
LEAD;
PARTIAL DIFFERENTIAL EQUATIONS;
TWO DIMENSIONAL;
WAVE TRANSMISSION;
ANTI-INFLAMMATORY RESPONSE;
ATHEROSCLEROSIS;
ATHEROSCLEROTIC PLAQUE;
BISTABLE SYSTEM;
CHRONIC INFLAMMATORY;
CYTOKINES;
FOAM CELLS;
INFLAMMATORY CYTOKINES;
INFLAMMATORY DISEASE;
INFLAMMATORY PROCESS;
LOW DENSITY LIPOPROTEINS;
MATHEMATICAL MODELLING;
MONOSTABLE SYSTEM;
NON-LINEAR BOUNDARY CONDITIONS;
NUMERICAL SIMULATION;
REACTION DIFFUSION EQUATIONS;
REACTION DIFFUSION SYSTEMS;
REACTION-DIFFUSION WAVES;
SMALL PERTURBATIONS;
TRAVELLING WAVES;
TWO DIMENSIONAL MODEL;
MATHEMATICAL MODELS;
LOW DENSITY LIPOPROTEIN;
OXIDIZED LOW DENSITY LIPOPROTEIN;
ARTICLE;
ATHEROSCLEROSIS;
BIOLOGICAL MODEL;
BLOOD;
COMPUTER SIMULATION;
HUMAN;
IMMUNOLOGY;
INFLAMMATION;
INTIMA;
KINETICS;
ATHEROSCLEROSIS;
COMPUTER SIMULATION;
HUMANS;
INFLAMMATION;
KINETICS;
LIPOPROTEINS, LDL;
MODELS, CARDIOVASCULAR;
MODELS, IMMUNOLOGICAL;
TUNICA INTIMA;
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EID: 73349125450
PISSN: 1364503X
EISSN: None
Source Type: Journal
DOI: 10.1098/rsta.2009.0142 Document Type: Article |
Times cited : (35)
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References (8)
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