Course detail
Artificial Intelligence in Medicine
FEKT-AUINAcad. year: 2011/2012
The subject deals with the areas of artificial intelligence applied in the decision-making process in medicine. It is focused on resolution methods, introduction to artificial neural networks and fundamental principles of expert systems. It also deals with application of probability methods for uncertainty decision-making and with the use of fuzzy logic in approximation decision-making
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Learning outcomes of the course unit
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Planned learning activities and teaching methods
Assesment methods and criteria linked to learning outcomes
Course curriculum
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Aims
Specification of controlled education, way of implementation and compensation for absences
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Basic literature
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Lecture
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Syllabus
Recognition. Symptom selection and arrangement, symptomatic recognition methods, cluster analysis.
Deterministic classifiers. Discriminance function method. Minimal distance classification.
Statistical classifiers. Criterion of minimal probability decision error. Bayes criterion.
Learning classifiers. Introduction to neural network. Single neuron, perceptron. Hamming’s network.
Classification possibilities of one- or multi-layer perceptrons. Hopfield network. Learning of forward networks.
Expert systems. Expert system languages, programming language CLIPS.
Expert system principles. Deduction logic, proposition logic, prediction logic.
Logic systems and the resolution method. Inference – forward and back sequencing.
Uncertainty and inaccurate inference, probability, certainty factors, the Dempster-Shafer theory.
Fuzzy sets and operation. Language variable, fuzzy numbers and fuzzy relations.
Fuzzy logic, approximate search, fuzzy inference composition rule. Defuzzyfication.
Expert engineering, the principles of expert system design.
Exercise in computer lab
Teacher / Lecturer
Syllabus
Deterministic classifiers and statistical classifiers in Matlab
Neural network in Matlab
The language CLIPS
The simple decision-making (expert) system using the language CLIPS
Uncertainty inferences (fuzzy rules) in CLIPS
Construction of simple fuzzy rules in CLIPS