| G. Amati and I. Ounis. Conceptual Graphs and First Order Logic. The Computer Journal, 43(1), pages 1--12, 2000. |
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G. Amati and I. Ounis. Conceptual graphs and first order logic. The Computer Journal, 43(1):1--12, 2000.
....refined by the degree of confidence assigned to their label. RV SCGs captures the relevance value (or the weight) associated to the image at the formalism level. As the collection is indexed using the conceptual graph formalism, RV SCGs relies on the semantics of this formalism, as it was given in [3]. Indeed, conceptual graphs can be extended to represent certain uncertain knowledge. The information content of a graph and its certainty value are deduced from the fact that all graphs are built on a genericity specificity relation between concepts [8] Using the classical approach linking ....
G. Amati and I.Ounis. Conceptual Graphs and First Order Logic. The Computer Journal, 43(1):1--12, 2000.
No context found.
G. Amati and I. Ounis. Conceptual Graphs and First Order Logic. The Computer Journal, 43(1), pages 1--12, 2000.
No context found.
G. Amati and I. Ounis. Conceptual Graphs and First Order Logic. The Computer Journal, 43(1), 2000.
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