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  1. Dahlberg, I.: Begriffsarbeit in der Wissensorganisation (2010) 0.05 
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    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
  2. Besler, G.; Szulc, J.: Gottlob Frege's theory of definition as useful tool for knowledge organization : definition of 'context' - case study (2014) 0.03 
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    Knowledge organization in the 21st century: between historical patterns and future prospects. Proceedings of the Thirteenth International ISKO Conference 19-22 May 2014, Kraków, Poland. Ed.: Wieslaw Babik
  3. Bronowski, J.; Bellugi, U.: Language, name, and concept (1970) 0.03 
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  4. Dahlberg, I.: ¬Die gegenstandsbezogene, analytische Begriffstheorie und ihre Definitionsarten (1987) 0.02 
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    Pages
    S.9-22
  5. Trost, H.: Begriffsbildung im Bereich natürlichsprachiger Systeme (1989) 0.02 
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    Source
    5. Österreichische Artificial Intelligence Tagung. Hrsg.: J. Retti u. K. Leidlmair
  6. Wüster, E.: Begriffs- und Themaklassifikation : Unterschiede in ihrem Wesen und in ihrer Anwendung (1971) 0.02 
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    Nachrichten für Dokumentation. 22(1971) H.3, S.98-104 (T.1); H.4, S.143-150 (T.2)
  7. Becker, J.; Reiss, A.: 'Begriffsbildung' aus psychologischer und sprachwissenschaftlicher Sicht : ein Plädoyer für Vagheit und Pluralität (1996) 0.02 
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  8. Klüver, J.: Brauchen wir einen begriffskulturellen DIN-Ausschuß? (1996) 0.02 
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  9. Krause, J.: Begriffskultur vs. Termassoziation : gegen informationswissenschaftliche Problemlösungen durch sozialwissenschaftlöiche Sprachregelung (1996) 0.02 
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  10. Grandt, J.: Vom Gebrauch der Worte (2017) 0.02 
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  11. Atran, S.: Basic conceptual domains (1989) 0.02 
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    Content
    Vgl.: https://www.researchgate.net/publication/229754925_1_Basic_Conceptual_Domains. Vgl. auch: DOI: 10.1111/j.1468-0017.1989.tb00234.x.
  12. Dahlberg, I.: Zur 'Begriffskultur' in den Sozialwissenschaften : lassen sich ihre Probleme lösen? (1996) 0.01 
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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
  13. Storms, G.; VanMechelen, I.; DeBoeck, P.: Structural-analysis of the intension and extension of semantic concepts (1994) 0.01 
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    Date
    22. 7.2000 19:17:40
  14. Bauer, G.: ¬Die vielseitigen Anwendungsmöglichkeiten des Kategorienprinzips bei der Wissensorganisation (2006) 0.01 
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    Pages
    S.22-33
  15. Kolmayer, E.; Lavandier, J.; Roger, D.: Conceptual maps : users navigation through paradigmatic and syntagmatic links (1998) 0.01 
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  16. Axelos, C.; Flasch, K.; Schepers, H.; Kuhlen, R.; Romberg, R.; Zimmermann, R.: Allgemeines/Besonderes (1971-2007) 0.01 
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    Source
    Historisches Wörterbuch der Philosophie. Hrsg.: J. Ritter, K. Gründer u. G. Gabriel
  17. Jouis, C.: Logic of relationships (2002) 0.01 
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    Date
    1.12.2002 11:12:22
  18. Marradi, A.: ¬The concept of concept : concepts and terms (2012) 0.01 
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    Date
    22. 1.2012 13:11:25
  19. Olson, H.A.: How we construct subjects : a feminist analysis (2007) 0.01 
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    Date
    11.12.2019 19:00:22
  20. Felgner, U.: ¬Die Begriffe der Äquivalenz, der Gleichheit und der Identität (2020) 0.01 
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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."

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  • d 12
  • e 8

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