By Yuan-Fang Li, Wei Hu, Jin Song Dong, Grigoris Antoniou, Zhe Wang, Jun Sun, Yang Liu
This booklet constitutes the completely refereed lawsuits of the sixth Joint foreign Semantic know-how convention, JIST 2016, held in Singapore, Singapore, in November 2016. the most issues of JIST 2016 comprise between others ontology and reasoning; associated info; wisdom graph. The JIST 2016 convention contains keynotes, a primary technical song, together with (full and brief papers) from the examine and the in-use tracks, a Poster and Demo consultation, a workshop and tutorials.
The sixteen complete and eight brief papers provided have been rigorously reviewed and chosen from 34 submissions. The papers hide the subsequent issues: ontology and information administration; associated facts; details retrieval and data discovery; RDF and question; wisdom graph; software of semantic technologies.
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Additional resources for Semantic Technology: 6th Joint International Conference, JIST 2016, Singapore, Singapore, November 2-4, 2016, Revised Selected Papers
94, the ﬁrst version to open publicly, the concepts were classiﬁed by two Designing of Ontology for Domain Vocabulary Fig. 2. org/aao). Fig. 3. org/aao/ns/1/seeding). 43 44 S. Joo et al. Table 1. 31 22/04/2016 86 269 355 8 7 attributes of purpose and method. 00, the attributes were used to specify deﬁnition of activity concepts and they also have hierarchical structure. Now the description of the hierarchical relationship was logically deﬁned based on the description logic. 10, More concepts were introduced by consulting experts in agricultural ﬁelds and farm management systems.
It is deemed to be an abbreviation of the universal metaclass (17), CEXT(rdfs : Class I ) = C. While rdfs : Class I is appropriate to be called universal metaclass as a representative class for the universal domain of classes in discourse, we need to make clear the relation between R and C or rdfs : Resource I and rdfs : Class I . From stratiﬁed universe (13) and stratiﬁed universal domains of classes (16), we obtain the followings, n rdfs : Class I ∈ CEXT(n+1 rdfs : Resource I ) ≡ n R n rdfs : Class I n rdfs : Resource I where n ≥ 2, where n ≥ 2.
NBG allows us to make sets that include individuals and sets or classes of individuals. 5]] produces [1, 4, 9, 16, 25]. (Hutton 2007). 20 S. Koide and H. Takeda with upper letters. Although both parts of axioms are composed of almost same forms, they are separated owing to the idea that classes are a diﬀerent sort from sets of individuals in NBG. KIF distinguishes bounded set (set) from unbounded set (proper class). A bounded set can be a member of a set, but an unbounded set cannot be a member of set.