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Volumn 17, Issue 3, 2000, Pages 243-261
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Higher-dimensional separation principle for the analysis of relaxation oscillations in nonlinear systems: Application to a model of HIV infection
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Author keywords
Higher dimensional nonlinear systems; HIV model; Oscillations; Separation principle
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Indexed keywords
ARTICLE;
GEOMETRY;
HELPER CELL;
HUMAN IMMUNODEFICIENCY VIRUS INFECTION;
LYMPHOCYTE CLONE;
MATHEMATICAL MODEL;
MOTION;
NONLINEAR SYSTEM;
OSCILLATION;
RELAXATION TIME;
STEADY STATE;
CLONE CELLS;
COMPUTER SIMULATION;
HIV;
HIV INFECTIONS;
HUMANS;
MATHEMATICS;
MODELS, BIOLOGICAL;
NONLINEAR DYNAMICS;
OSCILLOMETRY;
T-LYMPHOCYTES, HELPER-INDUCER;
DISEASES;
NONLINEAR SYSTEMS;
PERTURBATION TECHNIQUES;
VIRUSES;
HIGH-DIMENSIONAL;
HIGH-DIMENSIONAL NONLINEAR SYSTEMS;
HIGHER-DIMENSIONAL;
HIV MODELS;
OSCILLATION;
RELAXATION OSCILLATION;
SEPARATION CONDITION;
SEPARATION PRINCIPLE;
SINGULAR PERTURBATIONS;
SYSTEM APPLICATIONS;
DYNAMICAL SYSTEMS;
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EID: 0033768211
PISSN: 02650746
EISSN: None
Source Type: Journal
DOI: 10.1093/imammb/17.3.243 Document Type: Article |
Times cited : (9)
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References (21)
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