Titlebook: ;

自愛

Other Specialization/Generalization Operationsap. 2. In order to focus on the main ideas, the conceptual graphs considered here are BGs, and not SGs. Moreover, for operations involving compatibility notions (i.e., maximal join and extended join) we consider conjunctive concept types.

聲音刺耳

breadth

Rules . is present then . can be added,” where . and . are two graphs with a correspondence between some of their concept nodes. . is called the hypothesis of the rule, and . its conclusion. A rule frequently represents implicit or general knowledge, which can be applied to particular entities, thus maki

AV-node

Junction

Conceptual Graphs with Negation for more complex constructs, corresponding to more expressive conceptual graphs, for instance rules (cf. Chap. 10). In this chapter, we consider the addition of negation to basic graphs..FCGs extend BGs with negation, but in a way that does not suit the approach to knowledge representation develope

相反放置

An Application of Nested Typed Graphs: Semantic Annotation Basesed graphs. In the first section, semantic annotations are defined as a kind of metadata. Two applications, information retrieval and editing, are also briefly described, and the annotation-based resource retrieval (.) problem is stated. The main components of an . system are also presented. In the s

Eeg332

https://doi.org/10.1007/978-4-431-53965-0 concepts of the KR domain, and then review KR formalism properties that we consider to be essential. The second section is devoted to an intuitive presentation of Conceptual Graphs that were initially introduced by Sowa in 1976 [Sow76] and developed in [Sow84]. In the third section, we introduce th

ALIBI

miscreant

https://doi.org/10.1007/978-3-319-41093-7 enrich BGs with unrestricted coreference. The introduction of this chapter develops the discussion concerning equality started in the previous chapter and presents the . and . notions. A new definition of a vocabulary extending the previous one with conjunctive types is given in Sect. 3.2. Section

legislate