
doi: 10.3390/app10020591
handle: 11567/995133
The use of Bayesian networks for behavioral analysis is gaining attention. The design of such algorithms often makes use of expert knowledge. The knowledge is collected and organized during the knowledge acquisition design task. In this paper, we discuss how analytical games can be exploited as knowledge acquisition techniques in order to collect information useful to intelligent systems design. More specifically, we introduce a recently developed method, called the MARISA (MARItime Surveillance knowledge Acquisition) Game. The aim of this game is to ease the elicitation from domain experts of a considerable amount of conditional probabilities to be encoded into a maritime behavioral analysis service based on a multi-source dynamic Bayesian network. The game has been deployed in two experiments. The main objectives of such experiments are the validation of the network structure, the acquisition of the conditional probabilities for the network, and the overall validation of the game method. The results of the experiment show that the objectives have been met and that the MARISA Game proved to be an effective and efficient approach.
Technology, QH301-705.5, QC1-999, analytical game, information systems, simulation game, Biology (General), knowledge engineering, QD1-999, behavioral analysis, analytical game; simulation game; knowledge acquisition; information systems; knowledge-base; knowledge engineering; Maritime; behavioral analysis; multi-source; dynamic bayesian network, multi-source, T, Physics, dynamic bayesian network, Engineering (General). Civil engineering (General), Maritime, knowledge acquisition, Chemistry, knowledge-base, maritime, TA1-2040
Technology, QH301-705.5, QC1-999, analytical game, information systems, simulation game, Biology (General), knowledge engineering, QD1-999, behavioral analysis, analytical game; simulation game; knowledge acquisition; information systems; knowledge-base; knowledge engineering; Maritime; behavioral analysis; multi-source; dynamic bayesian network, multi-source, T, Physics, dynamic bayesian network, Engineering (General). Civil engineering (General), Maritime, knowledge acquisition, Chemistry, knowledge-base, maritime, TA1-2040
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