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Volumn 3171, Issue , 1997, Pages 208-216
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Recursive estimation of fast impedance changes in electrical impedance tomography and a related problem
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Author keywords
Electrical impedance tomography; Inverse problems; Kalman filters; Recursive estimation; Wire tomography
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Indexed keywords
APPLICATIONS;
CONTROL THEORY;
DIAGNOSTIC RADIOGRAPHY;
DIFFERENTIAL EQUATIONS;
ELECTRIC IMPEDANCE;
ELECTRIC IMPEDANCE MEASUREMENT;
ELECTRIC IMPEDANCE TOMOGRAPHY;
EXPERIMENTS;
INVERSE PROBLEMS;
KALMAN FILTERS;
MEDICAL PROBLEMS;
NUMBER THEORY;
NUMERICAL METHODS;
OPTIMAL CONTROL SYSTEMS;
PLATINUM;
PLATINUM METALS;
RECURSIVE FUNCTIONS;
TOMOGRAPHY;
WIRE;
COMPARTMENTAL MODELS;
DYNAMICAL STATES;
ELECTRICAL IMPEDANCE TOMOGRAPHY;
ESTIMATION PROBLEMS;
EVOLUTION MODELS;
GAS FLOWS;
HEAT EQUATIONS;
HUMAN THORAXES;
IMPEDANCE DISTRIBUTIONS;
MEAN SQUARES;
METAL WIRES;
NOVEL METHODS;
PARABOLIC PARTIAL DIFFERENTIAL EQUATIONS;
RANDOM WALKS;
RECURSIVE ESTIMATION;
SOME APPLICATIONS;
TEMPERATURE PROFILES;
MEDICAL IMAGING;
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EID: 0002278944
PISSN: 0277786X
EISSN: None
Source Type: Conference Proceeding
DOI: 10.1117/12.279725 Document Type: Conference Paper |
Times cited : (6)
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References (22)
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