-
Treude, L.: ¬Das Problem der Konzeptdefinition in der Wissensorganisation : über einen missglückten Versuch der Klärung (2013)
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- Abstract
- Alon Friedman und Richard P. Smiraglia kündigen in ihrem aktuellen Artikel "Nodes and arcs: concept map, semiotics, and knowledge organization" an, eine "empirical demonstration of how the domain [of knowledge organisation] itself understands the meaning of a concept" durchzuführen. Die Klärung des Konzeptbegriffs ist ein begrüßenswertes Vorhaben, das die Autoren in einer empirischen Untersuchung von concept maps (also Konzeptdiagrammen) aus dem Bereich der Wissensorganisation nachvollziehen wollen. Beschränkte sich Friedman 2011 in seinem Artikel "Concept theory and semiotics in knowledge organization" [Fn 01] noch ausschließlich auf Sprache als Medium im Zeichenprozess, bezieht er sich nun auf Visualisierungen als Repräsentationsform und scheint somit seinen Ansatz um den Aspekt der Bildlichkeit zu erweitern. Zumindest erwartet man dies nach der Lektüre der Beschreibung des aktuellen Vorhabens von Friedman und Smiraglia, das - wie die Autoren verkünden - auf einer semiotischen Grundlage durchgeführt worden sei.
- Content
- Vgl.: http://www.libreas.eu/09treude.htm. Bezug zu: Alon Friedman, Richard P. Smiraglia, (2013): Nodes and arcs: concept map, semiotics, and knowledge organization. In: Journal of Documentation, Vol. 69/1, S.27-48.
- Source
- LIBREAS: Library ideas. no.22, 2013, S.xx-xx
-
Wüster, E.: Begriffs- und Themaklassifikation : Unterschiede in ihrem Wesen und in ihrer Anwendung (1971)
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- Source
- Nachrichten für Dokumentation. 22(1971) H.3, S.98-104 (T.1); H.4, S.143-150 (T.2)
-
Winograd, T.: ¬Ein prozedurales Modell des Sprachverstehens (1977)
0.02
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- Source
- Semantik und künstliche Intelligenz: Beiträge zur automatischen Sprachbearbeitung II. Hrsg. u. eingeleitet von P. Eisenberg
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Dahlberg, I.: Zur 'Begriffskultur' in den Sozialwissenschaften : lassen sich ihre Probleme lösen? (1996)
0.02
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- Footnote
- Dazu im selben Heft Erwiderungen von: J. Becker u. A. Reiss, W.L. Bühl, V. Dreier, R. Dürr, T. Eckes, W. Friedlmeier, W. Gödert, A. Hahn, H. Kerber, R. Kleinknecht, J. Klüver, J. Krause, S. Lamnek, M.-T. Liske, C. Lütge, R. Meyers, K. Manhart, H.P. Ohly, M. Patzak, R. Popp, F.J. Radermacher, A. Ros, P. Schimany, T.B. Seiler, A. Suchanek, E. Walther-Klaus, H. Weiss; eine Erwiderung von I. Dahlberg u. eine Metakritik von G. Endruweit. - Replik der Verfasserin auf die Erwiderungen: S.67-85
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Dahlberg, I.: ¬Die gegenstandsbezogene, analytische Begriffstheorie und ihre Definitionsarten (1987)
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- Pages
- S.9-22
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Rahmstorf, G.: Methoden und Formate für mehrsprachige Begriffssysteme (1996)
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Schimany, P.: Vom 'Chaos der denkender Ordnung' zu einer 'Ethik statischer Begriffssysteme' (1996)
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-
Dahlberg, I.: Begriffsarbeit in der Wissensorganisation (2010)
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- Source
- Wissensspeicher in digitalen Räumen: Nachhaltigkeit - Verfügbarkeit - semantische Interoperabilität. Proceedings der 11. Tagung der Deutschen Sektion der Internationalen Gesellschaft für Wissensorganisation, Konstanz, 20. bis 22. Februar 2008. Hrsg.: J. Sieglerschmidt u. H.P.Ohly
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Wille, R.: Denken in Begriffen : von der griechischen Philosophie bis zur Künstlichen Intelligenz heute (1993)
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- Type
- p
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Bauer, G.: ¬Die vielseitigen Anwendungsmöglichkeiten des Kategorienprinzips bei der Wissensorganisation (2006)
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- Pages
- S.22-33
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Felgner, U.: ¬Die Begriffe der Äquivalenz, der Gleichheit und der Identität (2020)
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- Abstract
- "Der Begriff der Gleichheit ist uns Mathematikern vielleicht der geläufigste; dennoch läßt sich schwer sagen, was wir unter ihm verstehen." - Mit diesem Satz beginnt GERHARD HESSENBERG sein Buch über die .Grundlagen der Geometrie' ([24], Berlin, 1930, §1). Er kommt nach einer ausführlichen Diskussion zum Schluß, daß die Relation der Gleichheit nichts anderes als eine Äquivalenzrelation sei, also eine symmetrische, transitive und reflexive Relation, und daß auch umgekehrt jede symmetrische, transitive und reflexive Relation eine Gleichheitsbeziehung sei. Die Begriffe Gleichheit und Äquivalenz wären demnach synonym. Schaut man im .Mathematischen Wörterbuch' von J. NAAS & H.L. SCHMID (Berlin, 1967) nach, so findet man unter dem Stichwort Gleichheit (p. 639) genau dieselbe Definition: "Die Gleichheit ist eine Äquivalenzrelation und umgekehrt kann jede Äquivalenzrelation als eine besondere Art von Gleichheit aufgefaßt werden."
-
Brämik, H.: Vom Denken in Begriffen (1981)
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- Source
- Zur Philosophie der mathematischen Erkenntnis. Hrsg. von E. Börger u.a
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Baxmann, E.-M.: Thesen zur Terminologienormung (1984)
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-
Leisi, E.: ¬Der Wortinhalt (1975)
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-
Altmann, G.; Beöthy, E.; Best, K.-H.: ¬Die Bedeutungskomplexität der Wörter und das Menzerathsche Gesetz (1982)
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-
Dietze, J.: Texterschließung : lexikalische Semantik und Wissensrepräsentation (1994)
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- Footnote
- Rez.in: Knowledge organization 23(1996) no.2, S.116 (E. Mater)
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Walther-Klaus, E.: ¬Die Problematik wissenschaftlicher Definitionen (1996)
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-
Baxmann, E.-M.: Methoden und Probleme der Terminologienormung (1985)
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Elling, E.: Darstellung der Entwicklung klassifikatorischer Fähigkeiten im Rahmen der Piagetschen Theorie (1985)
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-
Oeser, E.: ¬Die Dynamik wissenschaftlicher Begriffsformen (1978)
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