Quelltext der Seite Dipert, R. R. (1982): Set-Theoretical Representationsof Ordered Pairs and TheirAdequacy for the Logicof Relations

{{Quelle:Artikel
|key=Dipert (1982)
|authors=Randall R. Dipert
|editors=
|title=Set-Theoretical Representationsof Ordered Pairs and TheirAdequacy for the Logicof Relations
|subtitle=
|journal=Canadian Journal of Philosophy
|volume=XII
|number=2
|pages=353-374
|publisher=University of Calgary Press
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|year=1945
|month=9
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|url=http://www.academia.edu/873277/Set-Theoretical_Representations_of_Ordered_Pairs_and_Their_Adequacy_for_the_Logic_of_Relations, https://www.jstor.org/stable/40231262, https://doi.org/10.1080/00455091.1982.10715803
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|language=Englisch
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==Ausschnitte==

[[Datei:Dipert 1982 S 354.png|left||mini|400px|Definition von Randall Dipert, [[Dipert (1982)]], S. 354, 
[http://www.academia.edu/873277/Set-Theoretical_Representations_of_Ordered_Pairs_and_Their_Adequacy_for_the_Logic_of_Relations Screenshot] ]]
Definition des [[geordnetes Paar|geordneten Paares]] ohne mathematischen Formalismus.
{{Absatz}}

[[Kategorie:Quelle:Mengenlehre]]