Matches in DBpedia 2015-10 for { <http://dbpedia.org/resource/Higraph> ?p ?o }
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- Higraph abstract "A higraph is a diagramming object that formalizes relations into a visual structure, it was developed by David Harel in 1988. Higraphs extend mathematical graphs by including notions of depth and orthogonality. In particular, nodes in a higraph can contain other nodes inside them, creating a hierarchy. The idea was initially developed for applications to databases, knowledge representation, and the behavioral specification of complex concurrent systems using the higraph-based language of statecharts.Higraphs are widely used in industrial applications like UML. Recently they have been used by philosophers to formally study the use of diagrams in mathematical proofs and reasoning.".
- Higraph wikiPageExternalLink diagrams.
- Higraph wikiPageID "23664973".
- Higraph wikiPageLength "1159".
- Higraph wikiPageOutDegree "13".
- Higraph wikiPageRevisionID "461516992".
- Higraph wikiPageWikiLink Category:Mathematical_structures.
- Higraph wikiPageWikiLink Concurrency_(computer_science).
- Higraph wikiPageWikiLink Concurrent_systems.
- Higraph wikiPageWikiLink Database.
- Higraph wikiPageWikiLink Databases.
- Higraph wikiPageWikiLink David_Harel.
- Higraph wikiPageWikiLink Diagram.
- Higraph wikiPageWikiLink Diagrams.
- Higraph wikiPageWikiLink Graph_(mathematics).
- Higraph wikiPageWikiLink Knowledge_representation.
- Higraph wikiPageWikiLink Knowledge_representation_and_reasoning.
- Higraph wikiPageWikiLink Mathematical_proof.
- Higraph wikiPageWikiLink Node_(graph_theory).
- Higraph wikiPageWikiLink Orthogonality.
- Higraph wikiPageWikiLink Philosopher.
- Higraph wikiPageWikiLink Philosophers.
- Higraph wikiPageWikiLink Unified_Modeling_Language.
- Higraph wikiPageWikiLink Vertex_(graph_theory).
- Higraph wikiPageWikiLink Wikt:depth.
- Higraph wikiPageWikiLinkText "Higraph".
- Higraph hasPhotoCollection Higraph.
- Higraph wikiPageUsesTemplate Template:Citation.
- Higraph subject Category:Mathematical_structures.
- Higraph hypernym Object.
- Higraph type Planet.
- Higraph type Concept.
- Higraph comment "A higraph is a diagramming object that formalizes relations into a visual structure, it was developed by David Harel in 1988. Higraphs extend mathematical graphs by including notions of depth and orthogonality. In particular, nodes in a higraph can contain other nodes inside them, creating a hierarchy.".
- Higraph label "Higraph".
- Higraph sameAs m.06zrscl.
- Higraph sameAs Q16969020.
- Higraph sameAs Q16969020.
- Higraph wasDerivedFrom Higraph?oldid=461516992.
- Higraph isPrimaryTopicOf Higraph.