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DOI:
https://doi.org/10.5007/%25xAbstract
Shortest-distance ditree, a tree-search procedure of graph theory, can be employed as a method of representing the organization of behavioural sequences. The tree-like diagram clearly shows association and embeddedness relationships between behaviour events, a feature not easily found in the behavioural transition "sociograms" largely employed in ethological studies. Shortest-distance ditree can be analysed by the graph-theoretical concept of maximal connected subgraphs. The number of such subgraphs is related to the degree of organization of behavior. The author proposes an information-theory index, normalized and ranging from zero to one, to measure the degree of organization. The method is exemplified by the analysis of sequences of grooming behaviour of Musca domestica.Downloads
Published
1991-01-01
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