Human Gait Modeling Using a Genetic Fuzzy Finite State Machine

IEEE T. Fuzzy Systems(2012)

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摘要
Human gait modeling consists of studying the biomechanics of this human movement. Its importance lies in the fact that its analysis can help in the diagnosis of walking and movement disorders or rehabilitation programs, among other medical situations. Fuzzy finite state machines can be used to model the temporal evolution of this type of phenomenon. Nevertheless, the definition of details of the model in each particular case is a complex task for experts. In this paper, we present an automatic method to learn the model parameters that are based on the hybridization of fuzzy finite state machines and genetic algorithms leading to genetic fuzzy finite state machines. This new genetic fuzzy system automatically learns the fuzzy rules and membership functions of the fuzzy finite state machine, while an expert defines the possible states and allowed transitions. Our final goal is to obtain a specific model for each person’s gait in such a way that it can generalize well with different gaits of the same person. The obtained model must become an accurate and human friendly linguistic description of this phenomenon, with the capability to identify the relevant phases of the process. A complete experimentation is developed to test the performance of the new proposal when dealing with datasets of 20 different people, comprising a detailed analysis of results, which shows the advantages of our proposal in comparison with some other classical and computational intelligence techniques.
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关键词
finite state machines,fuzzy set theory,medical disorders,walking disorder diagnosis,movement disorder diagnosis,temporal evolution,genetic fuzzy systems,genetic fuzzy system,rehabilitation programs,fuzzy finite state machine,human gait modeling,model parameter,hybridization,fuzzy systems,human movement biomechanics,patient rehabilitation,genetic algorithm,gait analysis,fuzzy finite state machines,genetic algorithms,fuzzy rules,membership functions,genetic algorithms (gas),patient diagnosis,membership function,pragmatics,computational intelligence,mathematical model,computer model,acceleration,finite state machine,foot,fuzzy system,computational modeling
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