Results 181 to 190 of about 55,209 (212)
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Relational Semantics Through Duality

2006
In this paper we show how the classical duality results extended to a Duality via Truth contribute to development of a relational semantics for various modal-like logics. In particular, we present a Duality via Truth for some classes of information algebras and frames. We also show that the full categorical formulation of classical duality extends to a
Ewa Orlowska   +2 more
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The relations of logic and semantics to ontology

Journal of Philosophical Logic, 1974
We have employed our semantical theory to investigate the matter of the ontological commitment of logic and semantics, and have found the following results: (i) The logical predicates, such as “or” and “entials”, are about statements not about any other objects.
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Semantics for Mapping Relations in SKOS

2013
SKOS (Simple Knowledge Organisation System) is a W3C Recommendation for sharing and linking structured vocabularies - taxonomies, thesauri, classification schemes, etc. - via theWeb [1]. Since the SKOS specification leaves the semantics of SKOS rather open, large modeling projects may specialise SKOS with informal modeling guidelines that narrow down ...
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Temporal Relational Semantic Systems

2010
In this paper we introduce the notion of a Temporal Relational Semantic System (TRSS) as a relational extension of a Temporal Conceptual Semantic System (TCSS) as defined by the author in 2007. TCSSs allow to represent states of distributed objects in concept lattices of specified views, the TRSSs enable the user to work in a conceptually simple way ...
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A novel embedding approach to learn word vectors by weighting semantic relations: SemSpace

Expert Systems With Applications, 2021
Umut Orhan, Cagatay Neftalí Tulu
exaly  

Relational semantics

ACM SIGSOFT Software Engineering Notes, 1985
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A semantic characterization of disjunctive relations

1991
We study here some semantic properties of a specific kind of preferential relations, those which satisfy the rule of Disjunctive Rationality. This rule means essentially that if one may draw a conclusion from a disjunction of premisses, then one should be able to draw this conclusion from at least one of these premisses taken alone.
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